tag:blogger.com,1999:blog-26162975479770358212024-02-02T10:39:24.782-08:00Tentang AstronomiMengungkapkan misteri dibalik luasnya luar angkasaFajrul azmihttp://www.blogger.com/profile/12196549689339503268noreply@blogger.comBlogger126125tag:blogger.com,1999:blog-2616297547977035821.post-2758981329809933372012-01-25T20:59:00.001-08:002012-01-25T20:59:28.312-08:00Bulan Terbesar di Saturnus Ternyata Mirip BumiBulan dari Planet Saturnus, Titan, ternyata memiliki kemiripan dengan Bumi dibandingkan dengan perkiraan sebelumnya. Peneliti mengungkapkan bahwa bulan terbesar milik planet Saturus itu memiliki lapisan atmosfer yang mirip dengan Bumi.<br />
<br />
Titan merupakan bulan terbesar yang dimiliki Saturnus. Selain itu Titan adalah satu-satunya bulan yang memiliki lapisan atmosfer. Lapisan batas dari <a href="http://nationalgeographic.co.id/lihat/berita/2638/bulan-terbesar-di-saturnus-ternyata-mirip-bumi#" id="_GPLITA_2" style="text-decoration: underline;" title="Powered by Text-Enhance">tiap</a> atmosfer adalah yang paling dipengaruhi oleh permukaan bulan atau planet. Hubungan ini sangat berpengaruh terhadap pembentukan awan dan angin di planet atau bulan tersebut.<br />
<br />
Ahli planet dari National Center of Sientific Research di Prancis, Benjamin Charnay, mengatakan bahwa lapisan ini sangat penting bagi iklim dan cuaca. Namun, Titan memiliki jarak yang jauh dari matahari, walaupun dalam kondisi dimana struktur atmosfer sama dengan Bumi. <br />
<br />
Untuk mencari tahu bagaimana kondisi Titan, maka peneliti <a href="http://nationalgeographic.co.id/lihat/berita/2638/bulan-terbesar-di-saturnus-ternyata-mirip-bumi#" id="_GPLITA_1" style="text-decoration: underline;" title="Powered by Text-Enhance">mengembangkan</a> model iklim tiga dimensi yang diperkirakan cukup responsif terhadap panas matahari. "Hal terpenting dari penemuan ini adalah kemiripan antara Bumi dan Titan yang sebelumnya tidak diperhatikan," papar Charnay. <br />
<br />
Saat <a href="http://nationalgeographic.co.id/lihat/berita/2638/bulan-terbesar-di-saturnus-ternyata-mirip-bumi#" id="_GPLITA_0" style="text-decoration: underline;" title="Powered by Text-Enhance">melakukan</a> simulasi dengan model tiga dimensi itu, peneliti menemukan bahwa Titan memiliki dua lapisan atmosfer berubah sesuai dengan siklus. Dua lapisan atmosfer inilah yang membedakan dengan penelitian sebelumnya. "Tidak adaobservasi yang bertentangan," jelas Charnay. <br />
<br />
Di masa depan, Charnay dan koleganya akan meneliti tentang siklus metana Titan hingga terciptanya atmosfer. "Model tiga dimensi akan sangat berguna untuk menjelaskan data tentang atmosfer exoplanet di kemudian hari," ungkap Charnay.Fajrul azmihttp://www.blogger.com/profile/12196549689339503268noreply@blogger.com0tag:blogger.com,1999:blog-2616297547977035821.post-32681209384034612352012-01-25T20:54:00.001-08:002012-01-25T20:54:26.188-08:00Jumlah Air Terbesar di Antariksa<div style="width: auto;"><center><img alt="Jumlah Air Terbesar di Antariksa" border="0" src="http://nationalgeographic.co.id/admin/files/daily/201107240616510_n.jpg" title="Jumlah Air Terbesar di Antariksa" /></center><div align="right" style="font-family: Helvetica, Arial, sans-serif; font-size: 10px; margin: 0px;">ESO/M. Kornmesser</div></div><div class="cleaning"> </div><div>Jumlah air terbanyak di antariksa ditemukan dalam bentuk awan berumur 12 miliar tahun dan mengandung air 140 triliun kali jumlah seluruh air yang ada laut Bumi. Temuan oleh sekelompok astronom yang dipimpin Matt Bradford dari NASA ini menunjukkan bahwa air sudah ada sejak pembentukan alam raya.</div><div><br />
</div><div>"Temuan ini membuat teori munculnya air satu milar tahun lebih dekat ke peristiwa 'Big Bang'," kata Alberto Bolatto dari University of Maryland. </div><div><br />
</div><div>Astronom menemukan awan tersebut menggunakan dua teleksop yang berbeda--satu teleskop di Hawaii, lainnya di California. Saat pencarian, mereka sudah berteori bahwa uap air sudah muncul di awal-awal pembentukan jagat raya. Bagi mereka temuan ini bukan hal yang mengejutkan. "Ini cuma bukti lain," kata Bradford. Yang mengejutkan bagi mereka adalah ukurannya yang sangat besar.</div><div><br />
</div><div>Awan tersebut mengelilingi lubang hitam besar--disebut kuasar--yang dikenal dengan nama APM 08279+5255. Awan tersebar di lubang hitam dengan jarak beberapa ribu tahun cahaya. Temperatur di awan diperkirakan minus 53 derajat Celcius dan kepekatannya 300 triliun kali atmosfer Bumi.</div><div><br />
</div><div>Lubang hitam yang lokasinya 12 miliar tahun cahaya dari Bumi tersebut memiliki ukuran 20 miliar kali lebih besar dari matahari dengan energi yang jauh lebih besar pula.</div><div><br />
</div>Temuan uap air dalam jumlah besar yang mengelilingi APM 08279+5255 juga membuka pengetahuan baru tentang kuasar. "Tampaknya ada gas yang cukup banyak bagi lubang hitam sebelum lubang itu membesar enam kali lipat ukurannya sekarang. Kepastian hal tersebut akan terjadi masih belum jelas. Beberapa gas bisa terbentuk menjadi bintang atau malah terlontar dari kuasar," demikian dijelaskan dalam laporan yang diterbitkan Astrophysical Journal Letters.Fajrul azmihttp://www.blogger.com/profile/12196549689339503268noreply@blogger.com0tag:blogger.com,1999:blog-2616297547977035821.post-66545523890343963302012-01-16T21:56:00.000-08:002012-01-16T21:56:29.353-08:00Senyawa Organik Ditemukan di Pluto<img alt="" src="data:image/png;base64,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" /> <br />
Senyawa hidrokarbon kompleks yang diduga organik mirip dengan asam amino dan protein ditemukan di Pluto. Astronom menemukannya menggunakan instrumen Cosmic Origin Spectrograph pada teleskop ruang angkasa Hubble.<br />
Tanda keberadaan senyawa hidrokarbon tersebut terlihat dari hasil analisis data Hubble. Astronom menyatakan bahwa mereka menemukan sesuatu yang menyerap sinar ultraviolet di permukaan Pluto, yang merupakan hidrokarbon.<br />
Menurut astronom, senyawa kimia yang ada di permukaan Pluto mungkin diproduksi oleh sinar Matahari yang bereaksi dengan permukaan Pluto yang terdiri atas es metana, karbon monoksida, dan nitrogen.<br />
"Penemuan ini menarik. Hidrokarbon pada Pluto mungkin bertanggung jawab pada warna Pluto yang kemerahan," kata Alan Stern dari Southwest Research Institute, San Antonio, Texas, AS, di situs <em>Daily Mail</em>, Kamis (22/12/2011).<br />
Selain penemuan hidrokarbon, astronom juga menemukan bahwa dibandingkan tahun 1990-an, spektrum ultraviolet Pluto berubah. Menurut ilmuwan, ini bisa diakibatkan oleh peningkatan tajam tekanan di atmosfer Pluto.<br />
Penemuan ini hanya salah satu yang menarik dari Pluto. Ke depan, dipastikan akan ada banyak penemuan menarik lainnya. Wahana antariksa New Horizon yang diluncurkan tahun 2006 akan mencapai jarak terdekat demgan Pluto pada 2015. Fakta lain tentang mantan planet ini akan diungkap.Fajrul azmihttp://www.blogger.com/profile/12196549689339503268noreply@blogger.com0tag:blogger.com,1999:blog-2616297547977035821.post-70682995200904713652012-01-16T21:52:00.001-08:002012-01-16T21:52:33.733-08:00Senja Berwarna Biru di Planet "Alien" <img alt="" src="data:image/png;base64,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" /><br />
Semua orang sudah mengetahui warna senja di Bumi yang merah jingga. Namun, bagaimana dengan senja di sebuah planet <em>alien</em>?<br />
<br />
Frederic Pont, ilmuwan dari Universitas Exeter di Inggris, berhasil merekonstruksi warna senja di HD 209458 b, sebuah planet yang mengorbit bintang HD 209458. Rekonstruksi itu dilakukan berdasarkan data dari teleskop antariksa Hubble.<br />
Menurut Pont, Hubble memiliki data karakteristik kimia suatu planet dalam gelombang cahaya yang dapat digunakan secara langsung untuk merekonstruksi warna senja di planet <em>alien</em>.<br />
Berdasarkan hasil rekonstruksi, Pont mengatakan, senja di HD 209458 b atau sering disebut Osiris itu akan berwarna biru. Seperti diuraikan <em>Discovery</em>, Senin (9/1/2012), warna cenderung kebiruan karena atmosfer Osiris kaya akan sodium yang menyerap warna merah dan jingga. <br />
<br />
Seiring bintang HD 209458 makin tenggelam, molekul di atmosfer Osiris akan menghamburkan cahaya biru. Penghamburan dikenal dengan penghamburan Rayleigh, jenis penghamburan yang sama sebagai penyebab langit Bumi berwarna biru. Akibat penghamburan, langit senja pun akan "menyala" kebiruan.<br />
<br />
Membayangkan melihat senja berwarna biru memang indah. Namun, mungkinkah manusia pergi ke Osiris untuk menyaksikannya?<br />
Sepertinya sulit. Osiris berjarak 150 tahun cahaya dari Bumi. Butuh waktu sangat lama untuk bisa menjangkaunya. Di samping itu, Osiris adalah planet gas raksasa, bagaimana mungkin manusia menginjakkan kaki di sana?<br />
Kesulitan lain, Osiris mengorbit sangat dekat dengan bintangnya. Temperatur planet itu mencapai 1.000 derajat celsius. Suhu ini membuat manusia akan berubah menjadi abu dalam segera.<br />
Belum diketahui kondisi yang memungkinkan bagi senja di Bumi untuk berwarna biru. Namun yang jelas, warna benda langit memang bisa berubah. Contohnya, setelah letusan Krakatau tahun 1883, warna Matahari berubah menjadi lavender dan Bulan menjadi kebiruan. Saat gerhana bulan total pada 10 Desember 2011 kemarin, Bulan juga berwarna kebiruan. (<a href="http://sains.kompas.com/read/2011/12/11/11010254">Baca: Gerhana Bulan di Gombong Berwarna Kebiruan</a> serta <a href="http://sains.kompas.com/read/2011/12/11/16060158">Bulan Biru dan Matahari Lavender</a>).Fajrul azmihttp://www.blogger.com/profile/12196549689339503268noreply@blogger.com0tag:blogger.com,1999:blog-2616297547977035821.post-13304223144521022252012-01-05T02:05:00.000-08:002012-01-05T02:05:28.212-08:005 Fenomena Langit Terbaik 2011 <img alt="" src="data:image/png;base64,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" /><br />
Matahari, bulan, planet, asteroid, dan meteor membuat banyak "ulah" pada tahun 2011 ini. Pergerakannya mengitari Matahari dan posisinya relatif terhadap Bumi, menyuguhkan fenomena langit menarik pada tahun 2011. <em><br />
<br />
Kompas.com</em> terus mengikuti fenomena-fenomena langit yang terjadi sepanjang 2011, menyajikannya dalam bentuk artikel sains, dan mengajak khalayak untuk menikmatinya dengan memberi tips-tips sederhana. Nah, apa saja fenomena langit paling menarik dan paling direspons oleh pembaca <em>Kompas.com</em>? Berikut kami rangkum lima fenomena langit tersebut:<br />
<br />
<strong>1. "Supermoon</strong>"<br />
Inilah fenomena langit paling menarik perhatian masyarakat tahun 2011. <em>Supermoon </em>adalah fenomena ketika bulan tampak lebih besar dari biasanya. Tepatnya, tujuh persen lebih besar. <em>Supermoon </em>terjadi pada Sabtu (19/3/2011) malam dan Minggu (20/3/2011) dini hari. <br />
<br />
<em>Supermoon</em> terjadi ketika bulan berada di jarak paling dekat dengan Bumi. Jarak antara Bulan dan Bumi saat itu hanya 356.377 kilometer, 30.000 kilometer lebih dekat daripada jarak rata-rata Bulan-Bumi.<br />
<br />
<em>Supermoon </em>sempat diduga menjadi salah satu sebab gempa dan tsunami di Jepang pada 11 Maret 2011. <em>Supermoon </em>juga sempat dikaitkan dengan gelombang tinggi. Namun, ilmuwan membuktikan bahwa dampak <em>supermoon </em>tak begitu signifikan. <br />
<br />
<em>Kompas.com</em> menyajikan artikel "<a href="http://sains.kompas.com/read/2011/03/19/1458346/Menanti.Supermoon">Menanti Supermoon</a>" pada 19 Maret 2011. Aktivitas di jejaring sosial membicarakan <em>supermoon </em>juga sangat besar. <em>Supermoon </em>sempat menjadi <em>trending topics </em>di<em> </em>Twitter. Artikel <em>supermoon </em>di <em>Kompas.com</em> sendiri dibagikan ke Facebook oleh lebih dari 12.000 orang! <em>Supermoon </em>benar-benar super.<br />
<br />
<strong>2. Gerhana bulan total</strong><br />
Ada dua gerhana bulan total yang terjadi pada tahun 2011, yakni pada Kamis (16/6/2011) dengan totalitas 100 menit pada pukul 02.22-04.02 WIB dan Sabtu (10/12/2011) dengan totalitas 50 menit pada pukul 21.07-21.57 WIB.<br />
<br />
Saat gerhana bulan total pada bulan Juni terjadi, <em>Kompas.com </em>sempat mengamati bersama anggota Himpunan Astronom Amatir Jakarta. Ketika gerhana hampir usai, Jupiter tampak menghiasi langit. Inilah gerhana bulan total terbaik tahun 2011.<br />
<br />
Sementara itu, gerhana bulan total pada bulan Desember relatif tak bisa disaksikan karena mendung dan hujan. Gerhana sama sekali tak tampak di Jakarta. Di Yogyakarta, Gombong, dan Samarinda, gerhana masih bisa disaksikan walaupun sedikit terganggu oleh awan.<br />
<br />
Dua gerhana total yang terjadi tahun ini mengundang perhatian pembaca <em>Kompas.com</em>. Artikel "<a href="http://sains.kompas.com/read/2011/06/13/12125510/Tiga.Hari.Lagi.Gerhana.Bulan.Total">Tiga Hari Lagi Gerhana Bulan Total</a>" dibaca oleh sekitar 72.000 orang dan dibagikan ke Facebook oleh sekitar 11.000 orang. Sementara itu, artikel "<a href="http://regional.kompas.com/read/2011/12/08/13243896/Malam.Minggu.Gerhana.Bulan.Terakhir.Tahun.Ini">Malam Minggu, Gerhana Bulan Terakhir Tahun Ini</a>" dibaca oleh sekitar 74.000 orang dan dibagikan ke Facebook oleh 8.000-an orang.<br />
<br />
<strong>3. Purnama Jupiter</strong><br />
Bukan hanya bulan yang bisa purnama. Jupiter juga bisa mencapai purnama alias terlihat penuh dan sedikit lebih besar. Purnama Jupiter terjadi saat planet tersebut berada pada jarak paling dekat dengan Bumi, yakni 629 juta kilometer. Bumi, Jupiter, dan Matahari berada pada satu garis lurus.<br />
<br />
Purnama Jupiter terjadi pada Jumat (28/10/2011). Saat Purnama, Jupiter tampil dengan magnitud -2,8. Planet terbesar di Tata Surya itu bersinar terang hingga terlihat oleh mata telanjang di Jakarta yang polusi cahayanya besar. Purnama Jupiter kali ini merupakan yang terbaik dalam 11 tahun terakhir.<br />
<br />
Artikel yang dihadirkan <em>Kompas.com </em>"<a href="http://sains.kompas.com/read/2011/10/27/1116233/Nantikan.Purnama.Jupiter.Besok.Malam">Nantikan Purnama Jupiter Besok Malam</a>" dibaca oleh lebih dari 57.000 orang, disukai 335 <em>facebookers </em>dan dibagikan ke jejaring sosial itu oleh 9.327 orang. Di Twitter pun, purnama Jupiter jadi perbincangan.<br />
<br />
<strong>4. Bulan biru</strong><br />
Ini adalah fenomena langka. Bulan biru sebenarnya didefinisikan sebagai purnama kedua dalam bulan yang sama, bukan berarti bulan memang tampak biru. Namun, tahun ini, Bulan benar-benar tampak kebiruan.<br />
<br />
Fenomena ini disaksikan oleh astronom Ma'rufin Sudibyo saat mengamati gerhana bulan total di Gombong pada Sabtu (10/12/2011). Ma'rufin mengatakan bahwa bulan yang kebiruan disebabkan oleh hasil hamburan ozon.<br />
<br />
<em>Kompas.com </em>mengulas tentang fenomena bulan biru dalam artikel "<a href="http://regional.kompas.com/read/2011/12/11/11010254/Gerhana.Bulan.di.Gombong.Berwarna.Kebiruan">Gerhana Bulan di Gombong Tampak Kebiruan</a>" dan "<a href="http://sains.kompas.com/read/2011/12/11/13100998/Bulan.Biru.Bukan.Cuma.Kiasan">Bulan Biru Bukan Cuma Kiasan</a>". Masing-masing dibaca oleh belasan ribu orang, dibagikan ke Facebook oleh lebih dari 500 orang.<br />
<br />
Fenomena bulan biru juga pernah terjadi beberapa tahun setelah Gunung Krakatau meletus pada tahun 1883. Tak hanya "bulan biru", saat itu Matahari pun berwarna <em>lavender</em>. Hal tersebut dibahas dalam artikel "<a href="http://sains.kompas.com/read/2011/12/11/16060158/Bulan.Biru.dan.Matahari.Lavender">Bulan Biru dan Matahari Lavender</a>" yang menarik minat puluhan ribu pembaca.<br />
<strong><br />
5. Dua hujan meteor pada bulan Ramadhan</strong><br />
Ramadhan penuh berkah, dan kali ini berkahnya adalah dua hujan meteor. Masing-masing adalah hujan meteor Perseids dan Delta Aquarids yang memuncak pada 13 Agustus 2011.<br />
<br />
Hujan meteor Perseids dan Delta Aquarids menarik banyak minat dari pembaca <em>Kompas.com</em>. Buktinya, artikel "<a href="http://sains.kompas.com/read/2011/07/26/13383197/Dua.Hujan.Meteor.di.Malam.Bulan.Ramadhan">Dua Hujan Meteor di Malam Bulan Ramadhan</a>" dibaca oleh 26.000 orang serta dibagikan ke Facebook oleh lebih dari 2200 orang. <br />
<br />
Selain lima fenomena langit tersebut, sebenarnya masih banyak fenomena yang muncul. Salah satunya adalah purnama terkecil atau kebalikan dari <em>supermoon </em>yang terjadi 11 Oktober 2011. Ada pula komet Lovejoy yang menabrak Matahari, selamat dan akhirnya menampakkan diri menjelang Natal. Sayangnya, banyak fenomena tak bisa disaksikan oleh banyak orang.<br />
<br />
Tahun 2012, ada banyak fenomena langit yang bakal bisa disaksikan. Salah satunya adalah Mars yang akan tampak lebih terang karena berada di titik terdekat Bumi pada 5 Maret 2012. Siapkan mata dan teleskop....Fajrul azmihttp://www.blogger.com/profile/12196549689339503268noreply@blogger.com0tag:blogger.com,1999:blog-2616297547977035821.post-55163941936865313102011-12-25T19:40:00.000-08:002011-12-25T19:40:19.507-08:00Materi gelap<div style="clear: left; float: left; font-family: arial; margin-bottom: 1em; margin-right: 1em; text-align: left;"><img alt="" src="data:image/png;base64,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" /></div><br />
<br />
<b>Materi gelap</b> adalah <a href="http://id.wikipedia.org/wiki/Materi" title="Materi">materi</a> yang tidak dapat dideteksi dari <a href="http://id.wikipedia.org/wiki/Radiasi" title="Radiasi">radiasi</a> yang dipancarkan atau penyerapan radiasi yang datang ke materi tersebut, tetapi kehadirannya dapat dibuktikan dari efek <a href="http://id.wikipedia.org/wiki/Gravitasi" title="Gravitasi">gravitasi</a> materi-materi yang tampak seperti <a href="http://id.wikipedia.org/wiki/Bintang" title="Bintang">bintang</a> dan <a href="http://id.wikipedia.org/wiki/Galaksi" title="Galaksi">galaksi</a>. Perkiraan tentang banyaknya materi di dalam <a href="http://id.wikipedia.org/wiki/Alam_semesta" title="Alam semesta">alam semesta</a> berdasarkan efek gravitasi selalu menunjukkan bahwa sebenarnya ada jauh lebih banyak materi daripada materi yang dapat diamati secara langsung. Terlebih lagi, adanya materi gelap dapat menyelesaikan banyak ketidakkonsistenan dalam teori <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Dentuman_dahsyat" title="Dentuman dahsyat">dentuman dahsyat</a>.<br />
Sebagian besar massa di <a href="http://id.wikipedia.org/wiki/Alam_semesta" title="Alam semesta">alam semesta</a> dipercaya berada dalam bentuk ini. Menentukan sifat dari materi gelap juga dikenal sebagai <i>masalah materi gelap</i> atau <i>masalah hilangnya massa</i>, dan merupakan salah satu masalah penting dalam <a href="http://id.wikipedia.org/wiki/Kosmologi" title="Kosmologi">kosmologi</a> modern.<br />
Pertanyaan tentang adanya materi gelap mungkin tampak tidak relevan dengan keberadaan kita di bumi. Akan tetapi, ada atau tidaknya materi gelap ini dapat menentukan <a class="new" href="http://id.wikipedia.org/w/index.php?title=Takdir_terakhir_dari_alam_semesta&action=edit&redlink=1" title="Takdir terakhir dari alam semesta (halaman belum tersedia)">takdir terakhir dari alam semesta</a>. Kita mengetahui bahwa sekarang alam semesta mengalami pengembangan karena cahaya dari benda langit yang jauh menunjukkan adanya <a href="http://id.wikipedia.org/wiki/Pergeseran_merah" title="Pergeseran merah">pergeseran merah</a>. Banyaknya materi biasa yang terlihat di alam semesta tidaklah cukup untuk membuat gravitasi menghentikan pengembangan, dan dengan demikian pengembangan akan berlanjut selamanya tanpa adanya materi gelap. Pada prinsipnya, jumlah materi gelap yang cukup di alam semesta dapat menyebabkan pengembangan alam semesta berhenti, atau kebalikannya (yang akhirnya membawa kita pada <a class="new" href="http://id.wikipedia.org/w/index.php?title=Big_Crunch&action=edit&redlink=1" title="Big Crunch (halaman belum tersedia)">Big Crunch</a>). Pada prakteknya, sekarang banyak anggapan bahwa gerakan-gerakan alam semesta didominasi oleh komponen lainnya, <a href="http://id.wikipedia.org/wiki/Energi_gelap" title="Energi gelap">energi gelap</a>.Fajrul azmihttp://www.blogger.com/profile/12196549689339503268noreply@blogger.com0tag:blogger.com,1999:blog-2616297547977035821.post-20297903537436535742011-12-25T19:38:00.000-08:002011-12-25T19:38:01.141-08:00Energi gelapDalam <a href="http://id.wikipedia.org/wiki/Kosmologi" title="Kosmologi">kosmologi</a>, <b>energi gelap</b> adalah suatu bentuk <a href="http://id.wikipedia.org/wiki/Hipotesis" title="Hipotesis">hipotesis</a> dari energi yang mengisi seluruh ruang dan memiliki <a class="new" href="http://id.wikipedia.org/w/index.php?title=Tekanan_negatif&action=edit&redlink=1" title="Tekanan negatif (halaman belum tersedia)">tekanan negatif</a> yang kuat. Menurut <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Teori_relativitas_umum" title="Teori relativitas umum">teori relativitas umum</a>, efek dari adanya tekanan negatif secara kualitatif serupa dengan memiliki gaya pada skala besar yang bekerja secara berlawanan terhadap gravitasi. Menggunakan efek seperti itu sekarang merupakan cara yang sering dilakukan untuk menjelaskan pengamatan mengenai <a class="new" href="http://id.wikipedia.org/w/index.php?title=Pengembangan_alam_semesta_yang_dipercepat&action=edit&redlink=1" title="Pengembangan alam semesta yang dipercepat (halaman belum tersedia)">pengembangan alam semesta yang dipercepat</a> dan juga adanya bagian besar dari massa yang hilang di alam semesta.<br />
Dua bentuk energi gelap yang diusulkan adalah <a class="new" href="http://id.wikipedia.org/w/index.php?title=Konstanta_kosmologi&action=edit&redlink=1" title="Konstanta kosmologi (halaman belum tersedia)">konstanta kosmologi</a>, suatu energi yang kerapatannya tetap dan secara homogen mengisi ruang, dan <a class="new" href="http://id.wikipedia.org/w/index.php?title=Quintessence&action=edit&redlink=1" title="Quintessence (halaman belum tersedia)">quintessence</a>, suatu medan dinamis yang kepadatan energinya dapat berubah dalam ruang dan waktu. Membedakan antara keduanya memerlukan pengukuran berketelitian tinggi dari pengembangan alam semesta untuk dapat mengerti bagaimana kecepatan pengembangan berubah terhadap waktu. Laju pengembangan ini bergantung pada parameter <a href="http://id.wikipedia.org/wiki/Persamaan_keadaan" title="Persamaan keadaan">persamaan keadaan</a> kosmologi. Mengukur persamaan keadaan dari energi gelap adalah salah satu usaha besar dalam kosmologi observasional.<br />
<h2><span class="editsection">[<a href="http://id.wikipedia.org/w/index.php?title=Energi_gelap&action=edit&section=1" title="Sunting bagian: Bukti dari adanya Energi gelap">sunting</a>]</span> <span class="mw-headline" id="Bukti_dari_adanya_Energi_gelap">Bukti dari adanya Energi gelap</span></h2>Pada tahun 1998, pengamatan <a href="http://id.wikipedia.org/wiki/Supernova" title="Supernova">Supernova tipe Ia</a> oleh dua grup yang berbeda yaitu, High-Z SN Search Team pimpinan Dr. Brian Schmidt dan Supernova Cosmology Project (SCP) pimpinan Dr. Saul Perlmutter, menunjukkan bahwa pengembangan <a href="http://id.wikipedia.org/wiki/Alam_semesta" title="Alam semesta">alam semesta</a> mengalami percepatan. Dalam beberapa tahun terakhir, pengamatan ini telah dikuatkan oleh beberapa sumber: <a class="new" href="http://id.wikipedia.org/w/index.php?title=Radiasi_kosmik_gelombang_mikro_latar_belakang&action=edit&redlink=1" title="Radiasi kosmik gelombang mikro latar belakang (halaman belum tersedia)">radiasi kosmik gelombang mikro latar belakang</a>, <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Pelensaan_gravitasi" title="Pelensaan gravitasi">pelensaan gravitasi</a>, <a class="new" href="http://id.wikipedia.org/w/index.php?title=Usia_alam_semesta&action=edit&redlink=1" title="Usia alam semesta (halaman belum tersedia)">usia alam semesta</a>, <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Nukleosintesis_dentuman_dahsyat" title="Nukleosintesis dentuman dahsyat">nukleosintesis dentuman dahsyat</a>, <a class="new" href="http://id.wikipedia.org/w/index.php?title=Struktur_kosmos_berskala_besar&action=edit&redlink=1" title="Struktur kosmos berskala besar (halaman belum tersedia)">struktur kosmos berskala besar</a> dan pengukuran dari <a href="http://id.wikipedia.org/wiki/Hukum_Hubble" title="Hukum Hubble">parameter Hubble</a>, dan juga pengukuran <a href="http://id.wikipedia.org/wiki/Supernova" title="Supernova">supernova</a> yang lebih baik. Semua elemen ini konsisten dengan <a class="new" href="http://id.wikipedia.org/w/index.php?title=Model_Lamda-CDM&action=edit&redlink=1" title="Model Lamda-CDM (halaman belum tersedia)">model Lamda-CDM</a>.<br />
<a href="http://id.wikipedia.org/wiki/Supernova" title="Supernova">Supernova tipe Ia</a> memberikan bukti paling langsung dari adanya energi gelap. Dengan mengukur kecepatan dari objek yang menjauh menggunakan pengukuran <a href="http://id.wikipedia.org/wiki/Pergeseran_merah" title="Pergeseran merah">pergeseran merah</a>, yang merupakan <a href="http://id.wikipedia.org/wiki/Efek_Doppler" title="Efek Doppler">efek Doppler</a> <a href="http://id.wikipedia.org/wiki/Radiasi" title="Radiasi">radiasi</a> dari objek yang menjauh. Menentukan jarak dari suatu objek adalah masalah yang sulit dalam <a href="http://id.wikipedia.org/wiki/Astronomi" title="Astronomi">astronomi</a>. Kita perlu menemukan <a class="new" href="http://id.wikipedia.org/w/index.php?title=Lilin_standard&action=edit&redlink=1" title="Lilin standard (halaman belum tersedia)">lilin standard</a>: obyek yang diketahui kecerlangan intrinsiknya, sehingga mungkin digunakan untuk menghubungkan kecerlangan yang tampak dengan <a href="http://id.wikipedia.org/wiki/Jarak" title="Jarak">jarak</a>. Tanpa lilin standard, tidaklah mungkin mengukur hubungan pergeseran merah dengan jarak dalam <a href="http://id.wikipedia.org/wiki/Hukum_Hubble" title="Hukum Hubble">hukum Hubble</a>. Supernova tipe Ia adalah <a class="new" href="http://id.wikipedia.org/w/index.php?title=Lilin_standard&action=edit&redlink=1" title="Lilin standard (halaman belum tersedia)">lilin standard</a> terbaik untuk pengamatan kosmologi, karena mereka sangat terang dan hanya terjadi ketika massa dari <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Bintang_katai_putih" title="Bintang katai putih">bintang katai putih</a> tua mencapai <a href="http://id.wikipedia.org/wiki/Batas_Chandrasekhar" title="Batas Chandrasekhar">batas Chandrasekhar</a>. Jarak ke supernova dapat digambar terhadap kecepatan, dan inilah yang digunakan untuk mengukur sejarah pengembangan alam semesta. Pengamatan ini menunjukkan bahwa alam semesta tidak mengalami perlambatan, yang seharusnya akan terjadi pada alam semesta yang didominasi oleh materi, tetapi justru secara misterius mengalami <a href="http://id.wikipedia.org/wiki/Percepatan" title="Percepatan">percepatan</a>. Pengamatan ini dapat dijelaskan dengan membuat postulat tentang adanya sejenis energi yang memiliki <a href="http://id.wikipedia.org/wiki/Persamaan_keadaan" title="Persamaan keadaan">persamaan keadaan</a> yang negatif, yaitu energi gelap.<br />
Keberadaan energi gelap, dalam bentuk apapun, juga memecahkan masalah yang disebut "massa yang hilang". Teori <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Nukleosintesis_dentuman_dahsyat" title="Nukleosintesis dentuman dahsyat">nukleosintesis dentuman dahsyat</a> mengatur pembentukan unsur-unsur ringan pada awal alam semesta, seperti <a href="http://id.wikipedia.org/wiki/Helium" title="Helium">helium</a>, <a href="http://id.wikipedia.org/wiki/Deuterium" title="Deuterium">deuterium</a>, dan <a href="http://id.wikipedia.org/wiki/Litium" title="Litium">litium</a>. Teori <a class="new" href="http://id.wikipedia.org/w/index.php?title=Struktur_kosmos_berskala_besar&action=edit&redlink=1" title="Struktur kosmos berskala besar (halaman belum tersedia)">struktur kosmos berskala besar</a> mengatur pembentukan struktur alam semesta, <a href="http://id.wikipedia.org/wiki/Bintang" title="Bintang">bintang</a>, <a href="http://id.wikipedia.org/wiki/Kuasar" title="Kuasar">kuasar</a>, <a href="http://id.wikipedia.org/wiki/Galaksi" title="Galaksi">galaksi</a> dan <a class="new" href="http://id.wikipedia.org/w/index.php?title=Gugus_galaksi&action=edit&redlink=1" title="Gugus galaksi (halaman belum tersedia)">gugus galaksi</a>. Kedua teori ini menunjukkan bahwa kepadatan <a class="new" href="http://id.wikipedia.org/w/index.php?title=Baryon&action=edit&redlink=1" title="Baryon (halaman belum tersedia)">baryon</a> dan <a href="http://id.wikipedia.org/wiki/Materi_gelap" title="Materi gelap">materi gelap</a> yang dingin di alam semesta adalah sekitar 30% dari <a class="new" href="http://id.wikipedia.org/w/index.php?title=Kepadatan_kritikal&action=edit&redlink=1" title="Kepadatan kritikal (halaman belum tersedia)">kepadatan kritikal</a> untuk alam semesta yang tertutup. Ini adalah kepadatan yang diperlukan untuk membuat <a class="new" href="http://id.wikipedia.org/w/index.php?title=Bentuk_alam_semesta&action=edit&redlink=1" title="Bentuk alam semesta (halaman belum tersedia)">bentuk alam semesta</a> <a class="new" href="http://id.wikipedia.org/w/index.php?title=Masalah_kerataan&action=edit&redlink=1" title="Masalah kerataan (halaman belum tersedia)">rata</a>. Pengukuran <a class="new" href="http://id.wikipedia.org/w/index.php?title=Radiasi_kosmik_gelombang_mikro_latar_belakang&action=edit&redlink=1" title="Radiasi kosmik gelombang mikro latar belakang (halaman belum tersedia)">radiasi kosmik gelombang mikro latar belakang</a>, baru-baru ini menggunakan satelit <a class="new" href="http://id.wikipedia.org/w/index.php?title=WMAP&action=edit&redlink=1" title="WMAP (halaman belum tersedia)">WMAP</a>, menunjukkan bahwa alam semesta hampir <a class="new" href="http://id.wikipedia.org/w/index.php?title=Datar&action=edit&redlink=1" title="Datar (halaman belum tersedia)">datar</a>. Oleh karena itu, kita tahu bahwa suatu bentuk energi pasti mengisi 70% yang lainnya.Fajrul azmihttp://www.blogger.com/profile/12196549689339503268noreply@blogger.com0tag:blogger.com,1999:blog-2616297547977035821.post-90229738829787955732011-12-25T19:36:00.001-08:002011-12-25T19:36:25.923-08:00Neutrino<b>Neutrino</b> adalah suatu <a href="http://id.wikipedia.org/wiki/Partikel_dasar" title="Partikel dasar">partikel dasar</a>. Neutrino mempunyai <a href="http://id.wikipedia.org/wiki/Spin" title="Spin">spin</a> 1/2 dan oleh sebab itu merupakan <a href="http://id.wikipedia.org/wiki/Fermion" title="Fermion">fermion</a>. Massanya sangat kecil, walaupun eksperimen yang terbaru (lihat <a class="new" href="http://id.wikipedia.org/w/index.php?title=Super-Kamiokande&action=edit&redlink=1" title="Super-Kamiokande (halaman belum tersedia)">Super-Kamiokande</a>) menunjukkan bahwa massanya ternyata tidak sama dengan nol. Neutrino hanya berinteraksi lewat <a href="http://id.wikipedia.org/wiki/Gaya_nuklir_lemah" title="Gaya nuklir lemah">interaksi lemah</a> dan <a href="http://id.wikipedia.org/wiki/Gravitasi" title="Gravitasi">gravitasi</a>, tak satu pun lewat interaksi <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Interaksi_kuat" title="Interaksi kuat">kuat</a> atau interaksi <a href="http://id.wikipedia.org/wiki/Elektromagnetisme" title="Elektromagnetisme">elektromagnetik</a>.<br />
Neutrino tercipta sebagai hasil dari beberapa jenis <a href="http://id.wikipedia.org/wiki/Peluruhan_radioaktif" title="Peluruhan radioaktif">peluruhan radioaktif</a> tertentu atau sebagai karena <a href="http://id.wikipedia.org/wiki/Reaksi_nuklir" title="Reaksi nuklir">reaksi nuklir</a> seperti yang terjadi di Matahari, pada <a href="http://id.wikipedia.org/wiki/Reaktor_nuklir" title="Reaktor nuklir">reaktor nuklir</a>, atau ketika <a href="http://id.wikipedia.org/wiki/Sinar_kosmik" title="Sinar kosmik">sinar kosmik</a> membentur sekelompok atom. Terdapat tiga jenis (atau "<a class="new" href="http://id.wikipedia.org/w/index.php?title=Rasa_%28fisika_partikel%29&action=edit&redlink=1" title="Rasa (fisika partikel) (halaman belum tersedia)">cita rasa</a>)" dari neutrino: <a class="new" href="http://id.wikipedia.org/w/index.php?title=Neutrino_elektron&action=edit&redlink=1" title="Neutrino elektron (halaman belum tersedia)">neutrino elektron</a>, <a class="new" href="http://id.wikipedia.org/w/index.php?title=Neutrino_muon&action=edit&redlink=1" title="Neutrino muon (halaman belum tersedia)">neutrino muon</a>, dan <a class="new" href="http://id.wikipedia.org/w/index.php?title=Neutrino_tauon&action=edit&redlink=1" title="Neutrino tauon (halaman belum tersedia)">neutrino tauon</a> (atau tau neutrino); dan masing-masing jenis juga memiliki <a href="http://id.wikipedia.org/wiki/Antipartikel" title="Antipartikel">antipartikel</a> yang sesuai, yang disebut <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Antineutrino" title="Antineutrino">antineutrino</a>. Neutrino (atau antineutrino) elektron dihasilkan ketika suatu <a href="http://id.wikipedia.org/wiki/Proton" title="Proton">proton</a> berubah menjadi <a href="http://id.wikipedia.org/wiki/Neutron" title="Neutron">neutron</a> (atau suatu neutron menjadi proton), yaitu dua bentuk dari <a href="http://id.wikipedia.org/wiki/Peluruhan_beta" title="Peluruhan beta">peluruhan beta</a>. Interaksi yang melibatkan neutrino dimediasi melalui proses <a href="http://id.wikipedia.org/wiki/Gaya_nuklir_lemah" title="Gaya nuklir lemah">interaksi lemah</a>.<br />
Karena dalam proses interaksi lemah <a href="http://id.wikipedia.org/wiki/Penampang_nuklir" title="Penampang nuklir">penampang nuklir</a> sangat kecil, neutrino dapat melewati materi nyaris tanpa halangan. Untuk neutrino-neutrino tipikal yang dihasilkan di dalam <a href="http://id.wikipedia.org/wiki/Matahari" title="Matahari">Matahari</a> (dengan energi beberapa <a href="http://id.wikipedia.org/wiki/Elektronvolt" title="Elektronvolt">MeV</a>) diperlukan kira-kira satu <a href="http://id.wikipedia.org/wiki/Tahun_cahaya" title="Tahun cahaya">tahun cahaya</a> (~10<sup>16</sup>m) <a href="http://id.wikipedia.org/wiki/Timbal" title="Timbal">timbal</a> untuk memblok setengah dari jumlahnya.<br />
<h2><span class="editsection">[<a href="http://id.wikipedia.org/w/index.php?title=Neutrino&action=edit&section=1" title="Sunting bagian: Sejarah">sunting</a>]</span> <span class="mw-headline" id="Sejarah">Sejarah</span></h2><div class="thumb tright"> <div class="thumbinner" style="width: 202px;"><a class="image" href="http://id.wikipedia.org/wiki/Berkas:First_neutrino_observation.jpg"><img alt="" class="thumbimage" height="156" src="http://upload.wikimedia.org/wikipedia/commons/thumb/5/52/First_neutrino_observation.jpg/200px-First_neutrino_observation.jpg" width="200" /></a> <div class="thumbcaption"> <div class="magnify"><a class="internal" href="http://id.wikipedia.org/wiki/Berkas:First_neutrino_observation.jpg" title="Perbesar"><img alt="" height="11" src="http://bits.wikimedia.org/skins-1.18/common/images/magnify-clip.png" width="15" /></a></div>Deteksi pertama dari neutrino</div><div class="thumbcaption"> </div></div></div><b>Neutrino</b> pertama kali dipostulatkan pada Desember, <a href="http://id.wikipedia.org/wiki/1930" title="1930">1930</a> oleh <a href="http://id.wikipedia.org/wiki/Wolfgang_Pauli" title="Wolfgang Pauli">Wolfgang Pauli</a> untuk menjelaskan spektrum energi dari <a href="http://id.wikipedia.org/wiki/Peluruhan_beta" title="Peluruhan beta">peluruhan beta</a>, yaitu peluruhan sebuah netron menjadi sebuah <a href="http://id.wikipedia.org/wiki/Proton" title="Proton">proton</a> dan sebuah <a href="http://id.wikipedia.org/wiki/Elektron" title="Elektron">elektron</a>. Pauli berteori bahwa sebuah partikel yang tak terdeteksi menjadi penyebab perbedaan antara <a href="http://id.wikipedia.org/wiki/Energi" title="Energi">energi</a> dan <a href="http://id.wikipedia.org/wiki/Momentum_sudut" title="Momentum sudut">momentum sudut</a> dari partikel-partikel di awal dan di akhir peluruhan. Karena sifat "hantunya", deteksi eksperimental pertama dari neutrino harus menunggu hingga 25 tahun sejak pertama kali didiskusikan. Pada <a href="http://id.wikipedia.org/wiki/1956" title="1956">1956</a>, <a class="new" href="http://id.wikipedia.org/w/index.php?title=Clyde_Cowan&action=edit&redlink=1" title="Clyde Cowan (halaman belum tersedia)">Clyde Cowan</a>, <a href="http://id.wikipedia.org/wiki/Frederick_Reines" title="Frederick Reines">Frederick Reines</a>, F. B. Harrison, H. W. Kruse, dan A. D. McGuire mempublikasikan artikel "<i>Detection of the Free Neutrino: a Confirmation</i>" dalam jurnal <a class="new" href="http://id.wikipedia.org/w/index.php?title=Science_%28jurnal%29&action=edit&redlink=1" title="Science (jurnal) (halaman belum tersedia)"><i>Science</i></a> (lihat <a class="new" href="http://id.wikipedia.org/w/index.php?title=Percobaan_neutrino&action=edit&redlink=1" title="Percobaan neutrino (halaman belum tersedia)">percobaan neutrino</a>), sebuah hasil yang diganjar dengan <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Penghargaan_Nobel_dalam_Fisika" title="Penghargaan Nobel dalam Fisika">Hadiah Nobel 1995</a>.Fajrul azmihttp://www.blogger.com/profile/12196549689339503268noreply@blogger.com0tag:blogger.com,1999:blog-2616297547977035821.post-26400467266845557182011-12-25T19:34:00.001-08:002011-12-25T19:34:53.857-08:00Sinar Kosmik / Radiasi kosmikDalam <a href="http://id.wikipedia.org/wiki/Astrofisika" title="Astrofisika">astrofisika</a>, <b>sinar kosmik</b> adalah <a href="http://id.wikipedia.org/wiki/Radiasi" title="Radiasi">radiasi</a> dari partikel bermuatan berenergi tinggi yang berasal dari luar atmosfer Bumi. Sinar kosmik dapat berupa <a href="http://id.wikipedia.org/wiki/Elektron" title="Elektron">elektron</a>, <a href="http://id.wikipedia.org/wiki/Proton" title="Proton">proton</a> dan bahkan <a href="http://id.wikipedia.org/wiki/Inti_atom" title="Inti atom">inti atom</a> seperti <a href="http://id.wikipedia.org/wiki/Besi" title="Besi">besi</a> atau yang lebih berat lagi. Kebanyakan partikel-partikel tersebut berasal dari proses-proses energi tinggi di dalam <a href="http://id.wikipedia.org/wiki/Galaksi" title="Galaksi">galaksi</a>, misalnya seperti <a href="http://id.wikipedia.org/wiki/Supernova" title="Supernova">supernova</a>. Dalam perjalanannya, sinar kosmik berinteraksi dengan <a href="http://id.wikipedia.org/wiki/Medium_antarbintang" title="Medium antarbintang">medium antarbintang</a> dan kemudian <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Atmosfer_Bumi" title="Atmosfer Bumi">atmosfer Bumi</a> sebelum mencapai <a class="new" href="http://id.wikipedia.org/w/index.php?title=Detektor&action=edit&redlink=1" title="Detektor (page does not exist)">detektor</a>. Hampir 90% sinar kosmik yang tiba di permukaan Bumi adalah proton, sekitar 9% <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Partikel_alfa" title="Partikel alfa">partikel alfa</a> dan 1% elektron.<br />
<br />
<div style="font-family: arial; text-align: left;"><span style="font-size: 100%;"><span class="Apple-style-span"><span class="Apple-style-span">Radiasi ini disebut juga Cosmic Microwave Background (CMB) yang merupakan sisa radiasi yang terjadi saat Big Bang melahirkan alam semesta. Pertama kali dideteksi pada dekade 1960 sebagai noise radio yang nampak tersebar di seluruh penjuru alam semesta. CBM dianggap sebagai bukti terpenting dari kebenaran teori Big Bang. Pengukuran yang akurat oleh proyek </span></span><span class="Apple-style-span"><span class="Apple-style-span"><span class="Apple-style-span">WMAP</span></span></span><span class="Apple-style-span"><span class="Apple-style-span"> menunjukkan bahwa temperatur CMB adalah -455 derajat Fahrenheit (-270 Celsius).</span></span></span></div>Fajrul azmihttp://www.blogger.com/profile/12196549689339503268noreply@blogger.com0tag:blogger.com,1999:blog-2616297547977035821.post-4556480984933001022011-12-16T02:18:00.000-08:002011-12-16T02:18:00.561-08:00Penjelajah Mars NASA Temukan Mineral<div class="photo480px"> <img alt="" border="0" height="360" src="http://media.voanews.com/images/480*360/MARS+INLINE.jpg" title="" width="480" /> <div> <div class="credit"> Foto: NASA </div><div class="caption">Foto yang dikirimkan oleh rover Opportunity yang menemukan deposit mineral di planet Mars (8/12).</div></div></div><div class="articleBody"> Badan antariksa Amerika, NASA, mengatakan robot yang dijuluki “<i>Mars Exploration Rover Opportunity</i>” telah menemukan deposit mineral di planet itu yang tampaknya berasal dari air.<br />
Lapisan yang mengandung mineral itu diberi nama "Homestake," dan ukurannya selebar ibu jari manusia.<br />
NASA mengatakan kamera-kamera robot itu menunjukkan mineral dalam air tersebut adalah gipsum atau mineral sulfat. Di bumi, gipsum digunakan untuk memplester tembok.<br />
NASA percaya endapan itu kemungkinan besar terbentuk dari air yang mengalir keluar dari batu-batu vulkanik.<br />
<br />
NASA meluncurkan wahana antariksa terbarunya ke Mars bulan lalu. Wahana yang dijuluki “Curiosity” itu akan meneliti bagian dalam kawah setibanya di Mars sekitar pertengahan tahun depan.<br />
<br />
</div>Fajrul azmihttp://www.blogger.com/profile/12196549689339503268noreply@blogger.com0tag:blogger.com,1999:blog-2616297547977035821.post-13674528467442891342011-12-16T02:14:00.001-08:002011-12-16T02:14:39.561-08:00NASA Temukan Planet di Zona Hunian yang Bisa Diisi KehidupanPara ilmuwan meyakini planet yang terdapat kandungan air bisa diisi kehidupan. Hal itu dapat dilihat dari tolak ukur yang paling mendasar yang mengatakan bahwa 60 persen kandungan yang terdapat dalam tubuh manusia berupa air. Selain itu, hampir seluruh objek yang ada di bumi ini mengandung air.<br />
<br />
Kerangka berpikir inilah yang kemudian menguatkan para ilmuan saat menemukan planet baru Kepler-22b. Ini temuan yang sangat mendebarkan bagi NASA.<br />
<br />
NASA menemukan planet ini di zona hunian yang tidak jauh dari benda antariksa lainnya. NASA mengatakan Kepler-22b adalah planet pertama yang berhasil mereka temukan sendiri, di mana di permukaan planet tersebut banyak mengandung air.<br />
<br />
Kepler-22b memiliki jarak 600 tahun cahaya dan lebih besar daripada Bumi. Dengan jarak yang terbilang jauh itulah, kemungkinan planet ini menahan air akan lebih besar.<br />
<br />
Memang banyak kualitas planet yang sebanding dengan Bumi, namun para ilmuwan tetap gembira menyambut kehadiran planet yang dipastikan bisa diisi kehidupan.<br />
<br />
"Ini adalah tonggak utama bagi kita untuk menemukan kembaran Bumi," kata seorang ilmuwan yang turut berhasil menemukan Kepler 22-b, Douglas Hudgins, dalam sebuah pernyataan yang dikutip dari <em>TIME</em>, Selasa (6/12/2011),.<br />
<br />
Planet ini berpotensi memiliki orbit 290 hari mengitari sebuah bintang seperti matahari. Meskipun angka tersebut terbilang kecil dan membuat suhu lebih dingin, namun itu tidak jauh berbeda dengan aktivitas bumi saat ini.<br />
<br />
Ukuran Kepler-22b itu sendiri adalah 2,4 kali lipat dari radius Bumi. Dengan ukurannya tersebut, menjadikan Kepler sebagai planet terkecil yang pernah ditemukan di zona hunian, yang memungkinkan memiliki suhu dan iklim yang ideal untuk sebuah kehidupan.<br />
<br />
Sayang para ilmuwan hanya tahu soal kehadiran Kepler itu saja namun belum mengetahui komposisi dari planet tersebut. Tapi NASA berjanji akan terus melakukan penyelidikan pada planet ini.Fajrul azmihttp://www.blogger.com/profile/12196549689339503268noreply@blogger.com0tag:blogger.com,1999:blog-2616297547977035821.post-28563703385040965352011-09-14T03:40:00.001-07:002011-09-14T03:40:53.440-07:0050 Planet Baru Ditemukan, Salah Satunya Mungkin Berpenghuni<div style="font-family: Georgia, Times, 'Times New Roman', serif; font-size: 14px; line-height: 22px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Ahli astronomi Eropa menemukan 50 planet baru dalam tata surya kita. Dari jumlah itu, 16 planet di antaranya ditengarai berukuran sebesar planet bumi.</div><div style="font-family: Georgia, Times, 'Times New Roman', serif; font-size: 14px; line-height: 22px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 11px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Planet terbesar yang ditemukan dinamai sebagai planet HD 85512 b, berukuran 3,6 kali massa bumidan bisa dijangkau dalam 36 tahun cahaya dan berada dalam konstelasi Vela. Temuan itu juga menyatakan hampir separo bintang bercahaya layaknya matahari kita dan beberapa lebih bersinar ketimbang Saturnus.</div><div style="font-family: Georgia, Times, 'Times New Roman', serif; font-size: 14px; line-height: 22px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 11px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Para planet mirip bumi, ilmuwan mempercayai ada jejak air di sana, yang memungkinkan ada kehidupan di sana.</div><div style="font-family: Georgia, Times, 'Times New Roman', serif; font-size: 14px; line-height: 22px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 11px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Temuan planet ini dipresentasikan dalam A conference on Extreme Solar Systems di Wyoming, AS. Konferensi dihadiri oleh sekitar 350 pakar dari seluruh dunia.</div><div style="font-family: Georgia, Times, 'Times New Roman', serif; font-size: 14px; line-height: 22px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 11px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Planet-planet baru ini ditemukan oleh sebuah misi The High Accuracy Radial Velocity Planet Searcher (HARPS), yang diinstal di European Southern Observatory di La Silla Observatory, Chile.</div><div style="font-family: Georgia, Times, 'Times New Roman', serif; font-size: 14px; line-height: 22px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 11px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">'Pendeteksian HD 85512 b jauh dari batas HARPS, dan menunjukkan kemungkinan ditemukannya bumi super (super-Earth) lain yang memungkinkan adanya kehidupan di sekitar bintang mirip matahari," kata astronom University of Geneva, Michel Mayor.</div><div style="font-family: Georgia, Times, 'Times New Roman', serif; font-size: 14px; line-height: 22px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 11px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Salah satu anggota tim, Lisa Kaltenegger, dari Max Planck Institute for Astronomy dan Harvard Smithsonian Centre for Astrophysics, menyatakan temuan terakhir ini menandai era baru pencarian planet kehidupan. "Kita memasuki pencapaian yang luar biasa dalam sejarah astronomi," katanya.</div><div style="font-family: Georgia, Times, 'Times New Roman', serif; font-size: 14px; line-height: 22px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 11px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Baca selengkapnya <a href="http://us.lrd.yahoo.com/_ylt=AsdJkaQZCqohPucZYnVL_5ubV8d_;_ylu=X3oDMTFqMDgxZXM0BG1pdANBcnRpY2xlIEJvZHkEcG9zAzEEc2VjA01lZGlhQXJ0aWNsZUJvZHlBc3NlbWJseQ--;_ylg=X3oDMTMyNmgxZTRhBGludGwDaWQEbGFuZwNpZC1pZARwc3RhaWQDMzlmYTgzMGEtMjlhYS0zNThhLWI3NmUtMjBlNTExM2E3NmM5BHBzdGNhdAN0ZWtub2xvZ2kEcHQDc3RvcnlwYWdlBHRlc3QD;_ylv=0/SIG=13ktmq17l/EXP=1317206270/**http%3A//www.dailymail.co.uk/sciencetech/article-2036631/Scientists-50-new-planets-alien-life.html" style="color: #005790; text-decoration: none;">di sini</a></div>Fajrul azmihttp://www.blogger.com/profile/12196549689339503268noreply@blogger.com0tag:blogger.com,1999:blog-2616297547977035821.post-12769436537538721012011-08-20T21:18:00.001-07:002011-08-20T21:18:21.232-07:00Tata Surya Paling Aneh<br />
<div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;"><span class="Apple-style-span" style="clear: left; color: black; float: left; font-family: 'Times New Roman'; font-size: small; line-height: normal; margin-bottom: 1em; margin-right: 1em;"><img alt="Tata Surya Paling Aneh" height="160" src="http://nationalgeographic.co.id/admin/files/daily/201106280915500_n.jpg" width="320" /></span>Tim astronom menemukan tata surya yang terdiri dari dua planet raksasa yang mengitari bintang ganda bernama Uz For. Tata surya seperti ini, menurut tim astronom, sangat unik.</div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;">Dua bintang, katai merah dan katai putih, yang menjadi pusat tata surya itu saling mengitari dengan waktu revolusi hanya beberapa jam. Karena salah satu bintang akan melewati muka bintang lainnya, planet yang mengitari akan sering menikmati gerhana.</div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;">Berdasarkan perhitungan tim astronom, dua planet yang mengitari bintang ganda itu setidaknya memiliki massa masing-masing 6 dan 8 kali Jupiter. Sementara itu, waktu yang diperlukan oleh planet untuk melakukan satu revolusi masing-masing 5 dan 16 tahun. Sistem keplanetan ini terlalu jauh untuk secara langsung dicitrakan.</div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;">Sistem bintang ganda menjadikan planet dalam sistem tersebut sangat tidak bisa dihuni. Bintang katai putih terus-menerus mencuri material dari permukaan bintang katai merah sehingga material seolah mengalir di angkasa bak sungai. Material itu kemudian terpanaskan hingga jutaan Kelvin, membanjiri tata surya dengan sinar-X yang mematikan.</div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;">Pengamatan terhadap bintang ganda dan dua planetnya itu dilakukan dengan Southern African Large Telescop (SALT) dan data hasil observasi selama 27 tahun dari beberapa observatorium.</div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;">Tim astronom, yang salah satu anggotanya adalah Dr Gavin Ramsay dari Observatorium Armagh, menerbitkan temuannya ini di jurnal Monthly Notices of Royal Astronomical Society dengan judul "Possible detection of two giant extrasolar planets orbiting the eclipsing polar UZ Fornacis". Jika kelak terbukti kebenarannya, maka tata surya itu akan menjadi tata surya baru yang paling aneh.</div>Fajrul azmihttp://www.blogger.com/profile/12196549689339503268noreply@blogger.com0tag:blogger.com,1999:blog-2616297547977035821.post-75557798626071773552011-08-20T21:16:00.001-07:002011-08-20T21:16:30.246-07:00Jumlah Air Terbesar di Antariksa<br />
<div class="separator" style="clear: both; text-align: center;"></div><center style="margin-left: 1em; margin-right: 1em; outline-color: initial; outline-style: none; outline-width: initial;"><img alt="Jumlah Air Terbesar di Antariksa" border="0" height="189" src="http://nationalgeographic.co.id/admin/files/daily/201107240616510_n.jpg" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; outline-color: initial; outline-style: none; outline-width: initial;" title="Jumlah Air Terbesar di Antariksa" width="320" /></center><br />
<div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 14px; line-height: 18px; outline-color: initial; outline-style: none; outline-width: initial; width: auto;"><div align="right" style="font-family: Helvetica, Arial, sans-serif; font-size: 10px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial;"><br />
</div></div><div class="cleaning" style="clear: both; color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 14px; line-height: 18px; outline-color: initial; outline-style: none; outline-width: initial;"> </div><div class="daily-text" style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;"><div style="outline-color: initial; outline-style: none; outline-width: initial;">Jumlah air terbanyak di antariksa ditemukan dalam bentuk awan berumur 12 miliar tahun dan mengandung air 140 triliun kali jumlah seluruh air yang ada laut Bumi. Temuan oleh sekelompok astronom yang dipimpin Matt Bradford dari NASA ini menunjukkan bahwa air sudah ada sejak pembentukan alam raya.</div><div style="outline-color: initial; outline-style: none; outline-width: initial;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></div><div style="outline-color: initial; outline-style: none; outline-width: initial;">"Temuan ini membuat teori munculnya air satu milar tahun lebih dekat ke peristiwa 'Big Bang'," kata Alberto Bolatto dari University of Maryland. </div><div style="outline-color: initial; outline-style: none; outline-width: initial;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></div><div style="outline-color: initial; outline-style: none; outline-width: initial;">Astronom menemukan awan tersebut menggunakan dua teleksop yang berbeda--satu teleskop di Hawaii, lainnya di California. Saat pencarian, mereka sudah berteori bahwa uap air sudah muncul di awal-awal pembentukan jagat raya. Bagi mereka temuan ini bukan hal yang mengejutkan. "Ini cuma bukti lain," kata Bradford. Yang mengejutkan bagi mereka adalah ukurannya yang sangat besar.</div><div style="outline-color: initial; outline-style: none; outline-width: initial;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></div><div style="outline-color: initial; outline-style: none; outline-width: initial;">Awan tersebut mengelilingi lubang hitam besar--disebut kuasar--yang dikenal dengan nama APM 08279+5255. Awan tersebar di lubang hitam dengan jarak beberapa ribu tahun cahaya. Temperatur di awan diperkirakan minus 53 derajat Celcius dan kepekatannya 300 triliun kali atmosfer Bumi.</div><div style="outline-color: initial; outline-style: none; outline-width: initial;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></div><div style="outline-color: initial; outline-style: none; outline-width: initial;">Lubang hitam yang lokasinya 12 miliar tahun cahaya dari Bumi tersebut memiliki ukuran 20 miliar kali lebih besar dari matahari dengan energi yang jauh lebih besar pula.</div><div style="outline-color: initial; outline-style: none; outline-width: initial;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></div><div style="outline-color: initial; outline-style: none; outline-width: initial;">Temuan uap air dalam jumlah besar yang mengelilingi APM 08279+5255 juga membuka pengetahuan baru tentang kuasar. "Tampaknya ada gas yang cukup banyak bagi lubang hitam sebelum lubang itu membesar enam kali lipat ukurannya sekarang. Kepastian hal tersebut akan terjadi masih belum jelas. Beberapa gas bisa terbentuk menjadi bintang atau malah terlontar dari kuasar," demikian dijelaskan dalam laporan yang diterbitkan Astrophysical Journal Letters. (Sumber: Space.com)</div></div>Fajrul azmihttp://www.blogger.com/profile/12196549689339503268noreply@blogger.com0tag:blogger.com,1999:blog-2616297547977035821.post-15492576520402260032011-08-20T21:13:00.001-07:002011-08-20T21:13:17.111-07:00Molekul Oksigen Ditemukan di Luar Angkasa<span class="Apple-style-span" style="clear: left; color: black; float: left; font-family: 'Times New Roman'; font-size: small; line-height: normal; margin-bottom: 1em; margin-right: 1em;"><img alt="Molekul Oksigen Ditemukan di Luar Angkasa" height="291" src="http://nationalgeographic.co.id/admin/files/daily/201108021258403_n.jpg" width="320" /></span><span class="Apple-style-span" style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px;">Molekul oksigen ditemukan di luar angkasa, tepatnya di sebuah awan pembentuk bintang baru dekat Orion. Molekul ini ditemukan peneliti menggunakan European Space Agency (ESA) dibantu laboratorium luar angkasa Herschel. Jumlah molekul yang ditemukan jauh lebih sedikit dari yang diperkirakan sebelumnya.</span><span class="Apple-style-span" style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></span><span class="Apple-style-span" style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></span><span class="Apple-style-span" style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px;">"Jumlah yang sedikit ini menimbulkan pertanyaan: ke mana oksigen yang lain?" Peneliti NASA memperkirakan molekul oksigen yang lainnya telah membeku dan tidak dapat ditemukan. Namun, jika perkiraan ini benar, es seharusnya akan mencair di wilayah yang hangat.</span><span class="Apple-style-span" style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></span><span class="Apple-style-span" style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></span><span class="Apple-style-span" style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px;">Paul Goldsmith, peneliti NASA, menggunakan pencitraan inframerah dari Herschel untuk melihat ke Orion dan meneliti keadaan dari molekul oksigen tersebut. Kemudian, mereka menemukan bahwa molekul oksigen berada di tengah-tengah jutaan molekul hidrogen. "Hal ini menjelaskan bahwa oksigen bersembunyi di suatu tempat. Kita masih belum menemukan jumlah yang besar oksigen, hal inilah yang masih menjadi pertanyaan. Kami masih belum tahu apa yang spesial dari tempat kami menemukan," ungkap Paul.</span><span class="Apple-style-span" style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></span><span class="Apple-style-span" style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></span><span class="Apple-style-span" style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px;">Penelitian mengenai temuan ini akan dilanjutkan. Goran Pilbratt dari ESA percaya bahwa penemuan molekul oksigen ini merupakan suatu terobosan di dunia antariksa. "Terima kasih kepada Herschel, sekarang kita tahu bahwa molekul oksigen memang benar-benar ada di luar sana. Memang, masih banyak pertanyaan, namun kemampuan Harschel membantu kita untuk mencari petunjuk dan menemukan jawaban dari pertanyaan tersebut," kata Goran. (Sumber: Science Daily)</span>Fajrul azmihttp://www.blogger.com/profile/12196549689339503268noreply@blogger.com0tag:blogger.com,1999:blog-2616297547977035821.post-78753612108465051052011-08-20T21:12:00.000-07:002011-08-20T21:12:11.955-07:00Bumi Pernah Punya Dua Bulan<br />
<div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;"><span class="Apple-style-span" style="clear: left; color: black; float: left; font-family: 'Times New Roman'; font-size: small; line-height: normal; margin-bottom: 1em; margin-right: 1em;"><img alt="Bumi Pernah Punya Dua Bulan" height="320" src="http://nationalgeographic.co.id/admin/files/daily/201108041035148_n.jpg" width="317" /></span>Bumi ini diperkirakan memiliki dua bulan miliaran tahun yang lalu. Bulan kedua itu hilang setelah menabrak bulan yang kita lihat saat ini. </div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;">Pecahan-pecahannya mengganggu permukaan bulan yang saat itu masih mendingin. Teori ini menjelaskan perbedaan permukaan bulan yang menghadap Bumi dengan permukaan yang tidak menghadap Bumi. Permukaan bulan yang mengadap Bumi jauh lebih mulus daripada permukaan bulan di sisi lain.</div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;">"Kedua bulan terbentuk setelah puing-puing yang dilontarkan Mars menabrak Bumi di awal pembentukan," jelas para peneliti dari University of California, Santa Cruz. Bulan kedua lebih kecil daripada bulan saat ini. Ukurannya hanya sepertiga puluh bulan yang kita kenal. Posisinya, 60 derajat di depan atau belakang bulan.</div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;">Erik Asphaug, dari University of California, dan Martin Jutzi, dari University of Berne, menjelaskan bahwa kedua bulan berdampingan selama 10 juta tahun. "Waktu yang cukup lama untuk benar-benar jadi solid," kata Aspaug yang seorang ahli keplanetan. Gravitasi bumi secara perlahan menyebabkan lintasan kedua bulan berubah, ditambah lagi munculnya gravitasi matahari. Gangguan tersebut membuat lintasan bulan yang lebih kecil berubah.</div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;">Saat kedua bulan itu bertabrakan, bulan yang kecil hancur dan puing-puingnya menutupi setengah dari permukaan bulan yang besar. "Karena itulah salah satu permukaan bulan agak aneh," jelas kedua peneliti yang membuat simulasi komputer untuk mengetahui kejadian tabrakan.</div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;">Pada sisi yang tampak dari Bumi, permukaan bulan didominasi oleh dataran lava yang disebut "maria". Sisi mengantung potasium, berbagai unsur yang jarang ditemui di Bumi, dan fosfor--atau dikenal dengan istilah "KREEP". Sementara itu, permukaan bulan di sisi yang lain bergunung dengan kerak yang tebal.</div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;">Teori lain menyebutkan, maria merupakan hasil dari gravitasi Bumi. Asphaug dan Jutzi membantah teori tersebut dan mengatakan bahwa saat bulan kecil menabrak, mereka meluncurkan KREEP ke sisi bulan yang lain. "Tabrakan tidak menciptakan kawah yang besar, hanya sedikit lebih besar dari penabrak," papar Asphaug.</div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;">Kebetulan, dalam waktu dekat NASA akan mengirim sepasang satelit kembar untuk memetakan bulan dan mempelajari komposisi bagian dalam bulan. Teori Asphaug dan Jutzi akan dibuktikan. (Sumber: Nature, Popsci)</div>Fajrul azmihttp://www.blogger.com/profile/12196549689339503268noreply@blogger.com0tag:blogger.com,1999:blog-2616297547977035821.post-34516496355945090052011-08-20T21:11:00.000-07:002011-08-20T21:11:02.511-07:00Bukti Aliran Air Garam di Mars<br />
<div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;"><span class="Apple-style-span" style="clear: left; color: black; float: left; font-family: 'Times New Roman'; font-size: small; line-height: normal; margin-bottom: 1em; margin-right: 1em;"><img alt="Bukti Aliran Air Garam di Mars" height="400" src="http://nationalgeographic.co.id/admin/files/daily/201108051040019_n.jpg" width="349" /></span>Bukti aliran air garam ditemukan di lereng Mars. NASA menyatakan bahwa inilah bukti pertama temuan cairan bergerak di planet merah tersebut.</div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;">"Kami sudah menemukan beberapa bukti adanya aliran air di Mars," kata Michael Meyer, pimpinan peneliti untuk program penjelajahan Mars. Data tersebut dikumpulkan dari Mars Reconnaissance Orbiter yang diberikan tugas baru, yakni menemukan bentuk kehidupan.</div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;">Mars Reconnaissance Orbiter yang sudah mengelilingi Mars sejak 2006 telah mendapati beberapa bentuk yang ditengarai sebagai aliran air di beberapa lokasi. Di kawah Newton yang terletak di belahan selatan misalnya, ada sebentuk garis sepanjang beberapa lereng curam dan menghilang di tempat bertemperatur dingin. Selama tiga tahun, High Resolution Imaging Service Science Experiment di alat pengorbit sudah merekap banyak aliran di tujuh lokasi.</div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;">(<a href="http://ngi.cc/r6m" style="color: red; outline-color: initial; outline-style: none; outline-width: initial; text-decoration: none;" target="_blank" title="Air di Mars">Lihat: Air di Mars</a>)</div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;">"Penjelasan terbaik saat ini adalah aliran air garam, meskipun studi ini belum membuktikan hal tersebut," kata Alfred McEwen dari Lunar and Planetary Laboratory, University of Arizona. "Masih misteri, tapi bisa dipecahkan dengan penelitian dan percobaan lebih lanjut," tambah McEwen.</div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;">Sampai saat ini, belum ada air dalam bentuk cair ditemukan di Mars meskipun para peneliti sudah mendapati ada es di kedua kutub. Temuan air akan membuktikan bahwa Mars memiliki kehidupan primitif karena semua makhluk butuh air untuk hidup.</div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;">Andai saja air dalam bentuk cair ada di Mars, misteri yang harus disingkap selanjutnya adalah asal air. "Apakah mereka kanal menuju kolam yang lebih luas dan dalam? Apakah mereka hanya cairan yang terperangkap?" kata profesor ilmu geologi Lisa Pratt. (Sumber: VoA, Space.com)</div>Fajrul azmihttp://www.blogger.com/profile/12196549689339503268noreply@blogger.com0tag:blogger.com,1999:blog-2616297547977035821.post-34526185801119123042011-08-20T21:07:00.001-07:002011-08-20T21:07:35.747-07:00NASA Ingin Bangun Stasiun Pengisian Bahan Bakar di Angkasa<br />
<div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;"><span class="Apple-style-span" style="clear: left; color: black; float: left; font-family: 'Times New Roman'; font-size: small; line-height: normal; margin-bottom: 1em; margin-right: 1em;"><img alt="NASA Ingin Bangun Stasiun Pengisian Bahan Bakar di Angkasa" height="272" src="http://nationalgeographic.co.id/admin/files/daily/201108081556340_n.jpg" width="400" /></span>NASA ingin membangun stasiun pengisian bahan bakar di luar angkasa, sebuah fasilitas penting yang diperlukan untuk penjelajahan luar angkasa yang lebih jauh--bahkan untuk hidup di luar angkasa.</div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;">"Menyimpan bahan yang mudah meledak, seperti hidrogen dan oksigen cair, dalam suhu rendah penting untuk misi jangka panjang," demikian dinyatakan NASA. Jadi pembuatan stasiun pengisihan bahan bakar tidak sesederhana membuat SPBU di Bumi. Bahan bakar roket berbentuk cairan pada suhu rendah (kriogenika). Jika tidak disimpan dalam suhu yang tepat serta perlindungan yang cukup, cairan bisa mendidih dan berubah menjadi gas.</div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;">Stasiun pengisian ini penting mengingat misi-misi NASA berikutnya adalah mengirim manusia ke asteroid pada 2025 dan ke Mars pada pertengahan 2030-an. Pengisian bahan bakar akan dilakukan di orbit pesawat atau di permukaan planet atau bulan.</div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;">NASA sudah menunjuk empat perusahaan untuk melakukan studi terhadap fasilias ini: Analytical Mechanics Associates Inc., Ball Aerospace and Technologies Corporation, Boeing, dan Lockheed Martin Space Systems. Secara total, NASA telah menghibahkan 2,4 juta dolar AS kepada keempat perusahaan tersebut.</div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;">"Setiap perusahaan harus menghasilkan laporan mengenai teknologi manajemen cairan kriogenika, kemampuan dan infrastruktur untuk kelangsungan stasiun pengisian bahan bakar, serta kemungkinan penggunaan sumber daya manusia di luar angkasa," jelas NASA dalam sebuah pernyataan. Penelitian akan fokus pada jarak antara teknologi yang berkembang saat ini dengan teknologi yang dibutuhkan stasiun pengisian bahan bakar.</div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;">Selama pengujian program ini, NASA akan melakukan sebuah uji penerbangan. Untuk tujuan yang sama, NASA juga melakukan percobaan yang disebut "Robotic Refueling Mission" di International Space Station pada bulan Juli lallu. Misi ini dilakukan terhadap Atlantis. (Sumber: Space.com)</div>Fajrul azmihttp://www.blogger.com/profile/12196549689339503268noreply@blogger.com0tag:blogger.com,1999:blog-2616297547977035821.post-71063835323727710852011-08-20T21:06:00.000-07:002011-08-20T21:09:38.421-07:00Antimateri Terlihat di Sabuk Van Allen<span class="Apple-style-span" style="clear: left; color: #111111; float: left; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; margin-bottom: 1em; margin-right: 1em;"><img alt="Antimateri Terlihat di Sabuk Van Allen" height="311" src="http://nationalgeographic.co.id/admin/files/daily/201108081116332_n.jpg" width="400" /></span><br />
<span class="Apple-style-span" style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px;">Antiproton yang merupakan barisan tipis antimateri terlihat untuk pertama kalinya di Sabuk Van Allen. Diperkirakan, magnet bumi telah menjebak antimateri tersebut, hingga dapat terlihat.</span><span class="Apple-style-span" style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></span><span class="Apple-style-span" style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></span><span class="Apple-style-span" style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px;">Payload for Antimatter Matter Exploration and Light-nuclei Astrophysics (PAMELA) yang diluncurkan pada tahun 2006 inilah yang menemukan antiproton tersebut. Partikel sinar kosmos yang merupakan molekul pembentuk atmosfer bumi, terperangkap di sabuk Van Allen merupakan daerah magnet Bumi.</span><span class="Apple-style-span" style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px;"> </span><span class="Apple-style-span" style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></span><span class="Apple-style-span" style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></span><span class="Apple-style-span" style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px;">Saat PAMELA melewati anomali Atlantik Selatan, ribuan antiproton terlihat. Jumlah antiproton ini jauh di atas perkiraan para peneliti sebelumnya. Para peneliti mengatakan, ini bukti bahwa Van Allen menahan antiproton hingga antiproton tersebut bertemu dengan benda di atmosfer, atau saat cahaya menyinari mereka.</span><span class="Apple-style-span" style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></span><span class="Apple-style-span" style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></span><span class="Apple-style-span" style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px;">Alessandro Bruno dari University of Bari berkata, "Barisan ini adalah sumber antiproton yang paling dekat dengan bumi. Antiproton dapat hilang dalam interaksi dengan konstituen atmosfer, khususnya saat di ketinggian rendah."</span><span class="Apple-style-span" style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></span><span class="Apple-style-span" style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></span><span class="Apple-style-span" style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px;">Selain menemukan teori dari terperangkapnya antimateri ini, kemungkinan lain dari fungsi antimateri pun terungkap. Para ilmuwan mengatakan, mungkin untuk masa depan, antimateri dapat menjadi bahan bakar pesawat luar angkasa. (Sumber: BBC)</span>Fajrul azmihttp://www.blogger.com/profile/12196549689339503268noreply@blogger.com0tag:blogger.com,1999:blog-2616297547977035821.post-43010002005885426702011-08-20T21:04:00.001-07:002011-08-20T21:10:19.461-07:00Citra Kalung Emas di Luar Angkasa Tertangkap Kamera<div style="clear: left; color: #111111; float: left; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; margin-bottom: 1em; margin-right: 1em; outline-color: initial; outline-style: none; outline-width: initial;"><img alt="Citra Kalung Emas di Luar Angkasa Tertangkap Kamera" height="200" src="http://nationalgeographic.co.id/admin/files/daily/201108121304360_n.jpg" width="400" /></div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;">Wide Field Camera 3 pada Teleskop Luar Angkasa Hubble menangkap citra untaian "kalung emas" di luar angkasa pada 2 Juli 2011 lalu. Gambar tersebut merepresentasikan bagian sebuah nebula bernama PN G054.2-03.4 atau Nebula Kalung.</div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;">Dalam citra yang ditangkap Hubble, struktur kalung emas di nebula tersebut dibungkus oleh bayangan berwarna yang sebenarnya gas berkerapatan tinggi. Ada tiga macam gas yang terdeteksi, hidrogen (biru), oksigen (hijau), dan nitrogen (merah).</div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;">Berdasarkan publikasi NASA, Senin (8/8), diketahui bahwa adanya struktur kalung emas berkaitan dengan sejarah pembentukan nebula. Ini terkait dengan proses bintang yang menua bisa melahap bintang lain di dekatnya dan dampak yang diakibatkannya.</div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;">Mulanya, ada dua bintang yang saling mengorbit dengan jarak dekat. Sekitar 10.000 tahun lalu, bintang yang ukurannya lebih besar menua, mengembang, dan melahap bintang lainnya. Meski demikian, bintang yang kecil tetap eksis dan mengorbit "di dalam" bintang besar, meningkatkan kecepatan rotasinya.</div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;">Bintang yang lebih besar pun berputar begitu cepat sehingga gas yang menyelimutinya mengembang. Karena adanya gaya sentrifugal, kebanyakan gas "melarikan" diri dari bagian ekuator bintang dan membentuk struktur kalung yang berwarna terang.</div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;">Lalu, di manakah pasangan bintang yang disebut-sebut? Dalam citra yang ditangkap Hubble, pasangan bintang tampak sebagai titik kecil berwarna terang di tengah kalung, diselimuti bayangan dominan warna hijau yang sesuai keterangan adalah oksigen.</div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;">Pasangan bintang diketahui berjarak sangat dekat, hanya beberapa juta kilometer. Kedua bintang mengorbit satu sama lain begitu cepat dengan periode hanya lebih sedikit dari satu hari. Pasangan bintang dan bagian keseluruhannya, Nebula Kalung, terletak pada jarak 15.000 km di konstelasi Sagitta. </div>Fajrul azmihttp://www.blogger.com/profile/12196549689339503268noreply@blogger.com0tag:blogger.com,1999:blog-2616297547977035821.post-17559792130618167042011-08-20T21:03:00.001-07:002011-08-20T21:03:49.915-07:00Ada Nebula Berbentuk Bola<br />
<div style="clear: left; color: #111111; float: left; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; margin-bottom: 1em; margin-right: 1em; outline-color: initial; outline-style: none; outline-width: initial;"><img alt="Ada Nebula Berbentuk Bola" src="http://nationalgeographic.co.id/admin/files/daily/201108011518580_n.jpg" /></div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;">Sebuah bintang mengeluarkan gas yang membentuk bola berwarna biru. Temuan bentuk yang unik ini memberi petunjuk baru dalam pembentukan nebula.</div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;">Nebula berbentuk bola tersebut diberi nama "Kronberger 61", sesuai dengan nama penemunya, Matthias Kronberger, seorang astronom amatir. Kronberger mendapati keberadaan nebula tersebut pada Januari 2011 ketika meneliti foto-foto digital hasil survei sejak tahun 1980-an. Kronberger menginformasikan temuannya kepada astronom profesional dari Gemini Observatory di Hawaii yang kemudian meneliti lebih lanjut dan menghasilkan gambar versi berwarna.</div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;">Kronberger 61 terletak sekitar 13.000 tahun cahaya di daerah rasi bintang Cygnus. Bentuknya nyaris bulat sempurna--bentuk yang aneh dibandingkan sekitar 3.000 nebula yang pernah ditemukan. "Sedikit sekali nebula yang sangat bulat. Biasanya mereka memanjang atau berbentuk seperti kupu-kupu atau objek lain," kata astronom George Jacoby dari Giant magellan Telescope Organization di Pasadena, California, Amerika Serikat, yang membantu pembuatan gambar Kronberger 61 menggunakan Gemini.</div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;">Nebula terjadi ketika sebuah bintang melebur hidrogennya menjadi helium, dilanjutkan dengan perubahan helium menjadi karbon. Saat itu, bintang menjadi tidak stabil dan membengkak. Inti planet yang panas mulai kembang-kempis, membuat lapisan gas terluar meluruh. Saat itulah menjadi tahap awal munculnya nebula. Ketika inti planet terekspos, radiasi panasnya melontarkan gas, membuatnya tampak berpendar.</div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;">Proses pembentukan struktur nebula yang rumit saat ini masih jadi perdebatan. Sebuah pendapat mengatakan bahwa bentuk nebula dipengaruhi oleh gaya gravitasi benda langit di sekitar bintang, seperti planet besar. Pendapat lain menyebutkan bahwa bentuk tidak perlu dibantu oleh benda langit lain.</div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;"><br style="outline-color: initial; outline-style: none; outline-width: initial;" /></div><div style="color: #111111; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 15px; line-height: 23px; outline-color: initial; outline-style: none; outline-width: initial;">"Dalam kasus Kronberger 61, kita akan ketahui satu tahun dari sekarang, setelah teleskop Kepler berhasil meneliti bintang di pusat nebula," kata Jacoby. Jika bintang terlihat redup dan terang secara periodik, kemungkinan pembentukan nebula dibantu oleh benda langit lain. Saat redup, kemungkinan ada objek yang lewat di antara Bumi dan bintang. Objek itulah yang membantu pembentukan nebula. (Sumber: National Geographic News)</div>Fajrul azmihttp://www.blogger.com/profile/12196549689339503268noreply@blogger.com0tag:blogger.com,1999:blog-2616297547977035821.post-53431900478465393712011-08-19T03:58:00.001-07:002011-08-19T04:02:17.011-07:00Akhirnya terdeteksi semesta lain?<div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><strong style="clear: left; float: left; font-style: normal; font-weight: bold; margin-bottom: 1em; margin-right: 1em;"><img alt="Sebuah melihat semua-langit radiasi latar belakang gelombang mikro." height="204" src="http://images.nationalgeographic.com/wpf/media-live/photos/000/386/cache/search-multiple-universes-begins_38632_600x450.jpg" width="400" /></strong></div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><strong style="font-style: normal; font-weight: bold;">Besar seperti itu, alam semesta kita mungkin hanya satu dari banyak, mengambang semua dalam hampir tak terduga "multiverse," kata para ilmuwan.</strong> <strong style="font-style: normal; font-weight: bold;">Masalahnya adalah, belum ada cara untuk menguji gagasan tersebut.</strong></div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><strong style="font-style: normal; font-weight: bold;"></strong></div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><strong style="font-style: normal; font-weight: bold;">Sekarang, meskipun, fisikawan mengatakan mereka telah menemukan cara untuk mendeteksi "memar" dari tabrakan diakui kosmos kita dengan semesta lain.</strong></div><div style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Tim internasional telah menciptakan algoritma komputer baru untuk berburu penyimpangan seperti di alam semesta kita, yang mereka katakan akan berbentuk disk-pikirkan, sementara merata melingkar yang terjadi ketika benjolan pantai satu bola menjadi lain.</div><div style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">(Related: <a href="http://translate.googleusercontent.com/translate_c?hl=id&ie=UTF8&prev=_t&rurl=translate.google.co.id&sl=en&tl=id&u=http://news.nationalgeographic.com/news/2010/12/101227-universes-circles-cosmic-background-radiation-big-bang-science-space/&usg=ALkJrhhNBQQ5VTnoIUzWPpreyt_XQqN6aw" style="color: #044e8e; text-decoration: none;">"Lingkaran Ruang Apakah Bukti dari Universe Bang Pra-Besar?"</a> )</div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Karena multiverse kemungkinan akan memperluas begitu cepat sehingga alam semesta yang akan ditarik jauh terpisah lama setelah penciptaan mereka, tabrakan mungkin akan terjadi hanya selama bayi alam semesta kita.</div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Untungnya, teleskop modern mampu untuk mempelajari semacam gambar bayi samar alam semesta itu: <a href="http://translate.googleusercontent.com/translate_c?hl=id&ie=UTF8&prev=_t&rurl=translate.google.co.id&sl=en&tl=id&u=http://map.gsfc.nasa.gov/universe/bb_tests_cmb.html&usg=ALkJrhhEOR45RiE9_7nDTMddYyD10gGwNw" style="color: #044e8e; text-decoration: none;">latar belakang gelombang mikro kosmik</a> . CMB adalah radiasi yang dipancarkan oleh plasma panas yang mendominasi alam semesta sampai sekitar 380.000 tahun setelah <a href="http://translate.googleusercontent.com/translate_c?hl=id&ie=UTF8&prev=_t&rurl=translate.google.co.id&sl=en&tl=id&u=http://science.nationalgeographic.com/science/space/universe/origins-universe-article.html&usg=ALkJrhjQDB5PKPOKFcdNFSDe3FWRGaXsEQ" style="color: #044e8e; text-decoration: none;">ledakan besar</a> , yang diperkirakan telah terjadi lebih dari 13 miliar tahun lalu.</div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">"Untuk cukup lama, orang telah menduga mungkin ada gelembung alam semesta lain. Tapi mereka pikir ini benar-benar diuji," kata fisikawan teoritis Matius Johnson dari Perimeter Institute.</div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">"Kami sekarang memiliki cara untuk mencari sinyal yang diprediksi oleh teori Bahwa kita bisa menguji ide-ide ini, periode,. Sangat besar"-dan karena sebagian besar untuk pengembangan perangkat lunak baru dan pemetaan peningkatan CMB, kata Johnson , co-penulis dari dua studi baru-baru ini menggambarkan algoritma baru yang akan diterbitkan dalam isu-isu masa depan jurnal <em style="font-style: italic; font-weight: inherit !important;"><a href="http://translate.googleusercontent.com/translate_c?hl=id&ie=UTF8&prev=_t&rurl=translate.google.co.id&sl=en&tl=id&u=http://prl.aps.org/&usg=ALkJrhh_zdNVhaNgOBBvPVtTXUCq7fDtcw" style="color: #044e8e; text-decoration: none;">Physical Review Letters</a></em> dan <a href="http://translate.googleusercontent.com/translate_c?hl=id&ie=UTF8&prev=_t&rurl=translate.google.co.id&sl=en&tl=id&u=http://prd.aps.org/&usg=ALkJrhjzpxOX0eHPRwgGONXRlOUzTW5FLw" style="color: #044e8e; text-decoration: none;"><em style="font-style: italic; font-weight: inherit !important;">Physical Review D</em></a> .</div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">(Related: <a href="http://translate.googleusercontent.com/translate_c?hl=id&ie=UTF8&prev=_t&rurl=translate.google.co.id&sl=en&tl=id&u=http://news.nationalgeographic.com/news/2002/04/0425_020425_universe.html&usg=ALkJrhjghHRwXPMF1yP7y1LH0O2PbQ7pIw" style="color: #044e8e; text-decoration: none;">"Universe Reborn Terus-menerus dalam Model Baru dari Cosmos."</a> )</div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><strong style="font-style: normal; font-weight: bold;">Cosmic penyok atau Pola Acak?</strong></div><div style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><strong style="font-style: normal; font-weight: bold;"></strong></div><div style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Multiverse, jika ada, mungkin telah bermunculan keluar dari fluktuasi kacau ruang kosong.</div><div style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Beberapa "gelembung" alam semesta mirip dengan kita sendiri, tapi mungkin dengan hukum-hukum fisika yang sedikit berbeda, akan muncul pada waktu yang sama dan menabrak satu sama lain sebelum menyebar di seluruh multiverse.</div><div style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Algoritma baru menawarkan sistematis, statistik yang didukung cara untuk mencari bukti yang halus ini crash mungkin dalam pola sebagian besar kelancaran sesuatu CMB-yang mungkin mustahil bagi manusia saja.</div><div style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Sementara orang-orang baik di melihat sulit untuk mendeteksi pola, kita juga rentan untuk melihat hal-hal yang tidak apa yang mereka tampak-sebuah <a href="http://translate.googleusercontent.com/translate_c?hl=id&ie=UTF8&prev=_t&rurl=translate.google.co.id&sl=en&tl=id&u=http://science.nasa.gov/science-news/science-at-nasa/2001/ast24may_1/&usg=ALkJrhgWVJocjihkbwNvCDaASIK9v48jaQ" style="color: #044e8e; text-decoration: none;">wajah di Mars</a> , misalnya.</div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">"Orang-orang cenderung untuk mengenali pola-pola apakah atau tidak mereka ada. Dengan sesuatu seperti CMB yang sangat samar dan sangat halus, Anda perlu tahu apakah [anomali] terjadi secara acak atau membutuhkan sesuatu yang ekstra" telah menyebabkan itu, kata kosmolog Sean Carroll dari Caltech, yang tidak terlibat dalam penelitian ini.</div><div style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">"Tim ini tidak ingin tertipu dengan berpikir pola lebih dari kebisingan hanya acak."</div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">(Juga lihat <a href="http://translate.googleusercontent.com/translate_c?hl=id&ie=UTF8&prev=_t&rurl=translate.google.co.id&sl=en&tl=id&u=http://news.nationalgeographic.com/news/2010/04/100409-black-holes-alternate-universe-multiverse-einstein-wormholes/&usg=ALkJrhhSR7j7bCGUBHaAq8GfzPS5vpb0eA" style="color: #044e8e; text-decoration: none;">"Setiap Black Hole Universe Berisi lain?"</a> )</div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><strong style="font-style: normal; font-weight: bold;">Menjanjikan Hasil</strong></div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Algoritma telah, sejauh ini, ditemukan 15 fitur menarik. Empat ini terlihat sangat menjanjikan, namun analisis statistik menunjukkan kebetulan adalah penjelasan terbaik untuk fitur, menurut co-penulis Johnson.</div><div style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Ini mungkin hanya bahwa peta saat CMB hanya tidak cukup tajam untuk menangkap pergeseran mungkin sedikit yang akan menunjukkan hit antar-universal dan lari.</div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Dengan itu dalam pikiran, Johnson dan rekan-rekannya yang cemas menunggu data baru dari <a href="http://translate.googleusercontent.com/translate_c?hl=id&ie=UTF8&prev=_t&rurl=translate.google.co.id&sl=en&tl=id&u=http://sci.esa.int/science-e/www/area/index.cfm%3Ffareaid%3D17&usg=ALkJrhj5DZV_ovGeDtQ0jwOch0tp0WO9Cg" style="color: #044e8e; text-decoration: none;">teleskop ruang angkasa Planck</a> , yang merekam CMB dalam resolusi tiga kali lebih baik dari peta CMB paling baru, dibuat menggunakan Wilkinson Microwave mengorbit Anisotropi Probe (WMAP).</div><div style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><em style="font-style: italic; font-weight: inherit !important;"></em></div><div style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Planck pengumpulan data dijadwalkan untuk menyelesaikan akhir tahun ini, tetapi akan memakan waktu sampai Januari 2013 untuk membersihkannya, menghapuskan distorsi yang disebabkan oleh gangguan dari benda-benda angkasa dekat dengan kita dalam waktu dan ruang dari CMB.</div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">(Related: <a href="http://translate.googleusercontent.com/translate_c?hl=id&ie=UTF8&prev=_t&rurl=translate.google.co.id&sl=en&tl=id&u=http://news.nationalgeographic.com/news/2010/03/100322-dark-flow-matter-outside-universe-multiverse/&usg=ALkJrhgvOktU0jaY93zb7a59jmSoRi8-pA" style="color: #044e8e; text-decoration: none;">". Tug Bukti Baru Diketahui 'Struktur' di Universe kami"</a> )</div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><strong style="font-style: normal; font-weight: bold;">Besar, menghancurkan Bumi Penemuan?</strong></div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Bahkan dengan data yang lebih baik dari Planck, menemukan bukti smashup semesta-ke-alam semesta adalah sebuah permainan kesempatan, berkat hasil yang mungkin hampir tak terbatas.</div><div style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Tabrakan mungkin menghancurkan alam semesta sebelum orang bisa mengamati bukti tumbukan atau terlalu lembut untuk meninggalkan bukti terdeteksi belakang. Bahkan mungkin ada beberapa tabrakan yang mengaburkan bukti satu sama lain.</div><div style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Jika tabrakan besar terjadi dan terdeteksi, bagaimanapun, mereka akan memiliki meninggalkan <em style="font-style: italic; font-weight: inherit !important;">sesuatu-suhu</em> dingin, yang hangat, penyimpangan dalam kepadatan materi, atau gangguan penting lainnya.</div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">(Lihat <a href="http://translate.googleusercontent.com/translate_c?hl=id&ie=UTF8&prev=_t&rurl=translate.google.co.id&sl=en&tl=id&u=http://news.nationalgeographic.com/news/2010/09/photogalleries/100909-hubble-perfect-spiral-space-science-pictures/%3Fnow%3D2010-09-09-00:01&usg=ALkJrhgrsuZCF05uQar9YI2ck6yH7-uPRA" style="color: #044e8e; text-decoration: none;">gambar cincin aneh dan spiral di ruang angkasa</a> .)</div><div style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Johnson dan rekan-rekannya adalah menjaga algoritma umum untuk menemukan perbedaan yang berarti pada semua dibersihkan-up Planck data.</div><div style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">"Ini adalah tembakan panjang. Tapi itu akan menjadi besar, penemuan earthshattering bahwa itu layak usaha," kata Caltech Carroll.</div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">"Jika orang-orang menemukan multiverse, selamanya akan mengubah cara kita memandang alam semesta kita sendiri."</div>Fajrul azmihttp://www.blogger.com/profile/12196549689339503268noreply@blogger.com0tag:blogger.com,1999:blog-2616297547977035821.post-25420890391330350212011-08-19T03:57:00.000-07:002011-08-19T04:01:55.120-07:00Ditemukan Planet Darkest: Batubara-Hitam, Ini Hampir Cahaya Tidak Mencerminkan<div class="separator" style="clear: both; text-align: center;"><strong style="font-style: normal; font-weight: bold; margin-left: 1em; margin-right: 1em;"><img alt="Suatu ilustrasi menunjukkan planet baru ditemukan." height="355" src="http://images.nationalgeographic.com/wpf/media-live/photos/000/388/cache/new-dark-exoplanet-found_38856_600x450.jpg" width="400" /></strong></div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"></div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><strong style="font-style: normal; font-weight: bold;">Mungkin sulit untuk membayangkan <a href="http://translate.googleusercontent.com/translate_c?hl=id&ie=UTF8&prev=_t&rurl=translate.google.co.id&sl=en&tl=id&u=http://science.nationalgeographic.com/science/space/planets/&usg=ALkJrhgfqOtd8G2zy67UD7z7dGrYzMfXpQ" style="color: #044e8e; text-decoration: none;">planet</a> hitam daripada batu bara, tapi itulah yang astronom mengatakan mereka telah menemukan di galaksi rumah kami dengan <a href="http://translate.googleusercontent.com/translate_c?hl=id&ie=UTF8&prev=_t&rurl=translate.google.co.id&sl=en&tl=id&u=http://kepler.nasa.gov/&usg=ALkJrhjB3_E1Fi_ZIMmqOPj2EDc1rG5vsg" style="color: #044e8e; text-decoration: none;">teleskop ruang angkasa NASA Kepler</a> .</strong></div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Mengorbit hanya sekitar tiga juta mil dari nya <a href="http://translate.googleusercontent.com/translate_c?hl=id&ie=UTF8&prev=_t&rurl=translate.google.co.id&sl=en&tl=id&u=http://science.nationalgeographic.com/science/space/universe/stars-article/&usg=ALkJrhiFFUrCj-3GgJB4JiKzGt5KmJuwJA" style="color: #044e8e; text-decoration: none;">bintang</a> , Jupiter ukuran planet raksasa gas, dijuluki TrES-2b, dipanaskan hingga 1.800 derajat Fahrenheit (980 derajat Celcius). Namun dunia ternyata tinta tampaknya mencerminkan hampir tidak ada cahaya bintang yang bersinar di atasnya, menurut sebuah studi baru.</div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">"Menjadi kurang reflektif dari batubara atau bahkan cat akrilik terhitam-ini membuat jauh planet paling gelap yang pernah ditemukan," penulis utama studi <a href="http://translate.googleusercontent.com/translate_c?hl=id&ie=UTF8&prev=_t&rurl=translate.google.co.id&sl=en&tl=id&u=http://harvard.academia.edu/DavidKipping&usg=ALkJrhiNArCLFxYBFXMNxDjU8u5q8NEjKQ" style="color: #044e8e; text-decoration: none;">David Kipping</a> kata.</div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">"Jika kita bisa melihat dari dekat akan terlihat seperti bola di dekat-hitam gas, dengan nada yang agak merah menyala itu-sebuah eksotis yang benar di antara exoplanet," tambah Kipping, astronom dari <a href="http://translate.googleusercontent.com/translate_c?hl=id&ie=UTF8&prev=_t&rurl=translate.google.co.id&sl=en&tl=id&u=http://www.cfa.harvard.edu/&usg=ALkJrhiNIpN7LsH-eyc-K8nYxwIs8g7SjA" style="color: #044e8e; text-decoration: none;">Harvard-Smithsonian untuk Astrofisika</a> di Cambridge, Massachusetts.</div><div style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">(Related: <a href="http://translate.googleusercontent.com/translate_c?hl=id&ie=UTF8&prev=_t&rurl=translate.google.co.id&sl=en&tl=id&u=http://news.nationalgeographic.com/news/2011/06/110630-earth-farthest-from-sun-july-4-independence-day-space-science/&usg=ALkJrhiPWm6RNwhGkILCuxCqz7331ycHaA" style="color: #044e8e; text-decoration: none;">"Bumi terjauh dari matahari di Fourth Juli-Jadi Mengapa Jadi Hot?"</a> )</div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><strong style="font-style: normal; font-weight: bold;">NASA Planet Detector</strong></div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Para <a href="http://translate.googleusercontent.com/translate_c?hl=id&ie=UTF8&prev=_t&rurl=translate.google.co.id&sl=en&tl=id&u=http://science.nationalgeographic.com/science/space/solar-system/earth.html&usg=ALkJrhhk9JV84TwG5whGtUPxXgCxMUXxAQ" style="color: #044e8e; text-decoration: none;"><strong style="font-style: normal; font-weight: bold;">Bumi</strong></a> wahana Kepler-mengorbit secara khusus dirancang untuk menemukan planet di luar kita <a href="http://translate.googleusercontent.com/translate_c?hl=id&ie=UTF8&prev=_t&rurl=translate.google.co.id&sl=en&tl=id&u=http://science.nationalgeographic.com/science/space/solar-system.html&usg=ALkJrhhitp545zCdqv_sduUGReS2Xyx7KA" style="color: #044e8e; text-decoration: none;"><strong style="font-style: normal; font-weight: bold;">tata surya</strong></a> . Namun pada jarak seperti-TrES-2b, misalnya, 750 tahun cahaya dari kita-itu tidak sesederhana memotret dari dunia asing.</div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Sebaliknya, Kepler-menggunakan sensor cahaya disebut photometers yang terus memantau puluhan ribuan bintang-mencari reguler peredupan bintang.</div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Dips seperti dalam kecerahan bintang mungkin menunjukkan bahwa planet adalah transit, atau lewat di depan sebuah bintang, relatif terhadap Bumi, memblokir beberapa cahaya-dalam kasus planet batubara-hitam, menghalangi bintang sangat sedikit cahaya itu.</div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">(Related: <a href="http://translate.googleusercontent.com/translate_c?hl=id&ie=UTF8&prev=_t&rurl=translate.google.co.id&sl=en&tl=id&u=http://news.nationalgeographic.com/news/2010/01/100104-new-planets-kepler-nasa.html&usg=ALkJrhhQz5Oe_AbKSZoBRVT2Q3pE59KgqQ" style="color: #044e8e; text-decoration: none;">"Lima Planet Baru Ditemukan; Hotter Than Molten Lava."</a> )</div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><strong style="font-style: normal; font-weight: bold;">Planet Hitam Spurs dimmest dari Peredupan</strong></div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Ketika sebuah planet lewat di depan bintangnya, sisi naungan wajah dunia Kepler. Tetapi sebagai planet mulai mengorbit ke sisi dan "belakang" bintangnya, bintang yang menghadap samping yang datang untuk menghadapi penonton. Jumlah cahaya bintang tumbuh sampai planet ini, menjadi tak terlihat Kepler, melewati sepenuhnya di belakang bintangnya.</div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Menonton TrES-2b dan bintangnya, Kepler terdeteksi hanya sedikit seperti peredupan dan cerah, meskipun cukup untuk memastikan bahwa gas raksasa Jupiter ukuran adalah penyebabnya.</div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Cahaya yang dipantulkan oleh planet ekstrasurya yang baru ditemukan, atau planet ekstrasurya, diubah oleh hanya sekitar 6,5 bagian per juta, relatif terhadap kecerahan bintang tuan rumah.</div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">"Ini merupakan sinyal fotometrik terkecil yang kita pernah terdeteksi dari sebuah planet ekstrasurya," kata Kipping.</div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Apa lagi, sebagai planet batubara-hitam lewat di depan bintangnya, meredupkan cahaya bintang itu "begitu kecil bahwa itu seperti berenang di kecerahan kita akan melihat dengan lalat buah terjadi di depan lampu mobil."</div><div style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">(Juga lihat <a href="http://translate.googleusercontent.com/translate_c?hl=id&ie=UTF8&prev=_t&rurl=translate.google.co.id&sl=en&tl=id&u=http://news.nationalgeographic.com/news/2011/02/110202-nasa-kepler-new-planets-found-mini-neptunes-space-science-nature/&usg=ALkJrhg0kYUalfqHj7QfUQGxYT6qDNDwTA" style="color: #044e8e; text-decoration: none;">"Enam Planet Baru: Mini-Neptunes Ditemukan Sekitar bintang sunlike."</a> )</div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><strong style="font-style: normal; font-weight: bold;">Misteri Dark TrES-2b</strong><strong style="font-style: normal; font-weight: bold;"></strong></div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Model komputer saat ini memprediksi bahwa panas-Jupiter-planet gas raksasa yang mengorbit sangat dekat dengan bintang-bisa mereka hanya gelap seperti Merkurius, yang mencerminkan sekitar 10 persen dari sinar matahari yang hits itu.</div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Tapi TrES-2b begitu gelap sehingga mencerminkan hanya satu persen dari cahaya bintang yang menyerang itu, menunjukkan bahwa model saat ini mungkin perlu tweaking, kata Kipping.</div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Dengan asumsi pengukuran studi baru adalah suara, apa sebenarnya yang membuat atmosfer planet baru begitu gelap?</div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">"Beberapa telah mengusulkan bahwa kegelapan ini mungkin disebabkan oleh kelimpahan besar natrium gas dan titanium oksida," kata Kipping. "Tapi lebih mungkin ada sesuatu yang eksotis sana yang kita tidak pikirkan sebelumnya.</div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">"Ini misteri yang saya temukan yang menarik tentang penemuan ini."</div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">TrES-2b bahkan mungkin mewakili kelas baru seluruh planet-kemungkinan Kipping dan perusahaan berharap untuk diuji dengan Kepler, yang sejauh ini telah mendeteksi ratusan planet di luar tata surya kita.</div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">"Sebagai Kepler menemukan planet lebih dan lebih dari hari ke hari, kita diharapkan dapat memindai melalui mereka dan bekerja keluar jika ini adalah unik atau jika semua hot Jupiters sangat gelap," kata Kipping.</div><div class="MsoNormal" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Sementara itu, kegelapan yang sangat dari planet baru menunjukkan mungkin julukan catchier untuk TrES-2b, kata Kipping. "Mungkin julukan yang tepat akan Erebus" dewa-kuno Yunani kegelapan.</div><div class="MsoPlainText" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><em style="font-style: italic; font-weight: inherit !important;"></em></div><div class="MsoPlainText" style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><em style="font-style: italic; font-weight: inherit !important;">Penelitian planet batubara-hitam telah diterima untuk publikasi dalam</em><a href="http://translate.googleusercontent.com/translate_c?hl=id&ie=UTF8&prev=_t&rurl=translate.google.co.id&sl=en&tl=id&u=http://www.wiley.com/bw/journal.asp%3Fref%3D0035-8711&usg=ALkJrhjh1qEJFIUN-zmNXhGkdrAXPbJ06Q" style="color: #044e8e; text-decoration: none;">Pemberitahuan Bulanan Royal Astronomical Society</a> .</div>Fajrul azmihttp://www.blogger.com/profile/12196549689339503268noreply@blogger.com0tag:blogger.com,1999:blog-2616297547977035821.post-76065147744020082912011-08-19T03:51:00.000-07:002011-08-19T03:51:21.535-07:00Mengapa Blob Ruang Raksasa Apakah Glowing-Misteri Terpecahkan?<br />
<div style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span><strong style="font-style: normal; font-weight: bold;"><span class="Apple-style-span" style="font-weight: normal; line-height: 15px;"></span></strong></span></div><h2 class="subtitle" style="clear: left; color: #666666; font-size: 1.75em; font-weight: normal; font: normal normal normal 1.375em/1.5 Georgia, 'Times New Roman', serif; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; width: 600px;"><strong style="font-style: normal; font-weight: bold;"><span style="background-color: #e6ecf9;">Galaksi cahaya awan mengandung gas seperti kunang-kunang dalam stoples, studi kata.</span></strong></h2><div><strong style="font-style: normal; font-weight: bold;"><span style="background-color: #e6ecf9;"><img alt="The Lyman-alpha gumpalan LAB-1." src="http://images.nationalgeographic.com/wpf/media-live/photos/000/390/cache/big-glowing-space-blob_39027_600x450.jpg" /></span></strong></div><br />
<div style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span><strong style="font-style: normal; font-weight: bold;">Gumpalan raksasa gas dalam ruang memancarkan cahaya yang intens, dan sekarang para astronom berpikir mereka tahu mengapa: awan ini penuh dengan <a href="http://translate.googleusercontent.com/translate_c?hl=id&ie=UTF8&prev=_t&rurl=translate.google.co.id&sl=en&tl=id&u=http://science.nationalgeographic.com/science/photos/galaxies-gallery/&usg=ALkJrhiRUpze6q5ReRNissjBLOcmNC0mfA" style="color: #044e8e; text-decoration: none;">galaksi</a> .</strong></span></div><div style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span>Sering beberapa kali lebih besar dari galaksi Bima Sakti kita sendiri, Lyman-alpha gumpalan adalah beberapa objek terbesar yang diketahui di alam semesta.</span> <span>(Lihat <a href="http://translate.googleusercontent.com/translate_c?hl=id&ie=UTF8&prev=_t&rurl=translate.google.co.id&sl=en&tl=id&u=http://news.nationalgeographic.com/news/2006/07/060731-giant-blob.html&usg=ALkJrhiM-uIf5RCdP1ECuOKqlvDKzOjLQQ" style="color: #044e8e; text-decoration: none;">"Raksasa 'Blob' Apakah Hal Terbesar di alam semesta."</a> )</span></div><div style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span>Gumpalan juga sangat terang, bersinar dengan intensitas yang sama seperti galaksi yang dikenal terang.</span> <span>Namun, benda cenderung ada dalam mencapai sangat jauh dari alam semesta, sehingga sumber daya yang tepat mereka telah misteri.</span></div><div style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span>(Related: <a href="http://translate.googleusercontent.com/translate_c?hl=id&ie=UTF8&prev=_t&rurl=translate.google.co.id&sl=en&tl=id&u=http://news.nationalgeographic.com/news/2011/01/110110-glowing-green-blob-hannys-voorwerp-science-space-american-picture/&usg=ALkJrhiKXld8wfD1hY_KoeeB1XqToUH-Dw" style="color: #044e8e; text-decoration: none;">"Glowing, Ruang Blob Hijau Membentuk Bintang Baru, Hubble Shows."</a> )</span></div><div style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span>Untuk studi baru, para astronom mengamati, panjang keras, LAB-1 salah satu terbesar yang diketahui Lyman-alpha gumpalan.</span> <span>Ditemukan pada tahun 2000, LAB-1 adalah sekitar 300.000 tahun cahaya dan sangat jauh yang memakan waktu hampir cahaya 11,5 miliar tahun untuk mencapai kita.</span></div><div style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span>Tim menemukan bahwa cahaya dari LAB-1 adalah terpolarisasi-yaitu, komponen magnetik dan listrik yang berorientasi pada arah tertentu relatif terhadap arah di mana perjalanan cahaya.</span></div><div style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span>Penemuan ini menunjukkan untuk pertama kalinya bahwa gumpalan harus dinyalakan dari dalam, sebagai cahaya galaksi tersembunyi jadi tersebar di-dan dengan demikian terpolarisasi-oleh gelembung gas.</span></div><div style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span><strong style="font-style: normal; font-weight: bold;">Blob Ruang Tengah Memiliki Light Source</strong></span></div><div style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span>Sebelum studi baru, ada dua teori utama untuk bagaimana Lyman-alpha yang dihasilkan gumpalan cahaya mereka.</span> <span>Satu ide adalah bahwa dingin, sebagian besar gas hidrogen akan ditarik dalam dari ruang sekitarnya oleh gravitasi yang kuat gumpalan, dan tindakan ini memanas gas.</span></div><div style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span>Dalam skenario ini "gas itu sendiri memancarkan foton," atau partikel cahaya, menjelaskan studi penulis <a href="http://translate.googleusercontent.com/translate_c?hl=id&ie=UTF8&prev=_t&rurl=translate.google.co.id&sl=en&tl=id&u=http://homepages.spa.umn.edu/~scarlata/research.html&usg=ALkJrhgHaycvL3uviJLKtlDy0rGWVM2uTA" style="color: #044e8e; text-decoration: none;">Claudia Scarlata</a> , astrofisikawan di University of Minnesota.</span></div><div style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span>"Atom-atom hidrogen memancarkan cahaya karena mereka pendingin Ini seperti besi panas dalam api menyala merah karena cools.."</span></div><div style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span>Ide lainnya adalah bahwa cahaya berasal dari <a href="http://translate.googleusercontent.com/translate_c?hl=id&ie=UTF8&prev=_t&rurl=translate.google.co.id&sl=en&tl=id&u=http://science.nationalgeographic.com/science/space/universe/stars-article.html&usg=ALkJrhjqu-SnzuWaFrQiCTbCQZgtzL-njw" style="color: #044e8e; text-decoration: none;">bintang-bintang</a> , atau mungkin lubang hitam yang aktif, di sebuah galaksi atau galaksi di dalam gumpalan, seperti kunang-kunang di stoples.</span></div><div style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span>(Related: <a href="http://translate.googleusercontent.com/translate_c?hl=id&ie=UTF8&prev=_t&rurl=translate.google.co.id&sl=en&tl=id&u=http://news.nationalgeographic.com/news/2009/04/090422-giant-space-blob.html&usg=ALkJrhh4yBPgSUhC_TUe6LMNmzNOkQR87Q" style="color: #044e8e; text-decoration: none;">"Blob Ruang Raksasa Apakah Galaxy Bayi Terbesar Dikenal?"</a> )</span></div><div style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span>Untuk menguji dua teori, tim yang digunakan Southern Eropa Observatory <a href="http://translate.googleusercontent.com/translate_c?hl=id&ie=UTF8&prev=_t&rurl=translate.google.co.id&sl=en&tl=id&u=http://www.eso.org/public/teles-instr/vlt.html&usg=ALkJrhjyLTa5yqBDwH5xiVeammK0K2D8tQ" style="color: #044e8e; text-decoration: none;">Very Large Telescope</a> di Chile untuk memeriksa cahaya dari LAB-1 selama 15 jam.</span></div><div style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span>Pengamatan tim menunjukkan bahwa cahaya dari gumpalan tersebut terpolarisasi dalam sebuah cincin di sekitar wilayah pusat.</span></div><div style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span>"Agar cahaya yang akan terpolarisasi, foton harus memiliki directionality," kata Scarlata.</span> <span>"Mereka harus datang dari tempat yang sama-dalam hal ini, pusat gumpalan."</span> <span>Seperti perjalanan cahaya dari sumber pusat, hal itu akan tersebar oleh awan gas sekitarnya, menghasilkan polarisasi.</span></div><div style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span>Efek ini akan sulit untuk menghasilkan jika cahaya gumpalan itu berasal dari gas infalling, tim mengatakan, sejak sumber cahaya akan tersebar di seluruh struktur dan tidak akan mendapatkan tersebar secara lokal.</span></div><div style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span>(Juga lihat <a href="http://translate.googleusercontent.com/translate_c?hl=id&ie=UTF8&prev=_t&rurl=translate.google.co.id&sl=en&tl=id&u=http://news.nationalgeographic.com/news/2009/06/photogalleries/cosmic-blobs-revealed/index.html&usg=ALkJrhh_8-OPejDbEZ2yfJUCIQfgBZeK-g" style="color: #044e8e; text-decoration: none;">"Gambar Blob Kosmik: Galactic 'Kedatangan Umur' Terungkap."</a> )</span></div><div style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span><strong style="font-style: normal; font-weight: bold;">Apakah gumpalan Galaksi Listrik Lainnya?</strong></span></div><div style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span>Untuk saat ini, meskipun, LAB-1 adalah gumpalan Lyman-alpha hanya dikenal bersinar dengan cahaya terpolarisasi, dan tidak jelas apakah temuan ini dapat diperluas ke gumpalan lainnya.</span></div><div style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span>"Kita belum tahu," kata Scarlata.</span> <span>"Ini adalah eksperimen sulit dengan salah satu teleskop terbesar di Bumi, tapi kami sekarang sedang merencanakan untuk memperoleh data yang lebih di lain [gumpalan]."</span></div><div style="color: #333333; font-family: Arial, sans-serif; font-size: 12px; line-height: 1.4; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span style="background-color: #e6ecf9;"><em style="font-style: italic; font-weight: inherit !important;">Penelitian ruang-gumpalan yang rinci dalam seminggu masalah ini dari jurnal</em><a href="http://translate.googleusercontent.com/translate_c?hl=id&ie=UTF8&prev=_t&rurl=translate.google.co.id&sl=en&tl=id&u=http://www.nature.com/nature/index.html&usg=ALkJrhhy3UrwbuQRR1D0Ob6we7DYXzyh8A" style="color: #044e8e; text-decoration: none;">Nature</a> .</span></div>Fajrul azmihttp://www.blogger.com/profile/12196549689339503268noreply@blogger.com0tag:blogger.com,1999:blog-2616297547977035821.post-39598686267285952872011-07-19T18:42:00.000-07:002011-07-19T18:42:09.493-07:00Daftar 10 Penumpang Bukan Manusia<div style="color: #333333; font-family: arial; font-size: 14px; line-height: 19px;">1. Katak</div><div style="color: #333333; font-family: arial; font-size: 14px; line-height: 19px;">Katak betina dibawa dalam misi Endeavour pada September tahun 1992. Tujuannya adalah melihat pengaruh kondisi mikrogravitasi terhadap perkembangan berudu. Separuh telur yang dihasilkan katak betina itu ditaruh dalam sentrifugasi untuk simulasi lingkungan normal, sementara separuhnya dibiarkan. Hasilnya, semuanya tumbuh normal tetapi berudu yang dibiarkan dalam kondisi mikrogravitasi kesulitan menemukan permukaan air saat kembali ke Bumi.</div><div style="color: #333333; font-family: arial; font-size: 14px; line-height: 19px;"><br />
</div><div style="color: #333333; font-family: arial; font-size: 14px; line-height: 19px;">2. Tupai</div><div style="color: #333333; font-family: arial; font-size: 14px; line-height: 19px;">Dua tupai dibawa dalam misi Challenger bulan Mei, 1985. Setiap tupai dinamai No 3165 and No. 384-80 dan dibawa untuk mengetahui pengaruh kondisi mikrogravitasi pada perilaku makan. Hasilnya, dalam kondisi mikrogravitasi, tupai menjadi sering ngantuk dan kehilangan nafsu makan.</div><div style="color: #333333; font-family: arial; font-size: 14px; line-height: 19px;"><br />
</div><div style="color: #333333; font-family: arial; font-size: 14px; line-height: 19px;">3. Sperma bulu babi</div><div style="color: #333333; font-family: arial; font-size: 14px; line-height: 19px;">Sperma ternyata bergerak lebih cepat di kondisi mikrogravitasi. Hal itu diketahui saat NASA membawa sperma bulu babi ke antariksa. Sperma hewan itu dibawa lewat misi Atlantis pada tahun 1997.</div><div style="color: #333333; font-family: arial; font-size: 14px; line-height: 19px;"><br />
</div><div style="color: #333333; font-family: arial; font-size: 14px; line-height: 19px;">4. Ikan transparan</div><div style="color: #333333; font-family: arial; font-size: 14px; line-height: 19px;">Ikan transparan berjenis Medaka dibawa dengan pesawat ulang-alik Columbia tahun 1984. Ikan-ikan itu bernama Genki, Cosmo, Miki, dan Yume. Di luar dugaan, ternyata ikan-ikan itu bisa bereproduksi dan menghasilkan anakan banyak. Peneliti berharap, berdasarkan hasil ini nantinya manusia bisa mengembangbiakkan ikan di antariksa.</div><div style="color: #333333; font-family: arial; font-size: 14px; line-height: 19px;"><br />
</div><div style="color: #333333; font-family: arial; font-size: 14px; line-height: 19px;">5. Telur ngengat</div><div style="color: #333333; font-family: arial; font-size: 14px; line-height: 19px;">Telur ngengat dibawa dalam misi Endeavour tahun 1994. Hasil penelitian dengan ngengat menunjukkan bahwa hidup ngengat lebih pendek dan steril.</div><div style="color: #333333; font-family: arial; font-size: 14px; line-height: 19px;"><br />
</div><div style="color: #333333; font-family: arial; font-size: 14px; line-height: 19px;">6. Cacing</div><div style="color: #333333; font-family: arial; font-size: 14px; line-height: 19px;">Bereksperimen dengan cacing yang dibawa dalam misi Columbia tahun 2003, astronot berhasil mengembangbiakkan cacing. Ini membuktikan bahwa penggunaan nutrisi sintetis berhasil.</div><div style="color: #333333; font-family: arial; font-size: 14px; line-height: 19px;"><br />
</div><div style="color: #333333; font-family: arial; font-size: 14px; line-height: 19px;">7. Lebah madu</div><div style="color: #333333; font-family: arial; font-size: 14px; line-height: 19px;">Sebanyak 3.000 lebah madu dibawa dengan pesawat ulang-alik Challenger tahun 1984. Hasilnya, di antariksa ternyata lebah madu juga berhasil membangun sarang yang tebal dan tak kalah menariknya dibandingkan dengan di Bumi.</div><div style="color: #333333; font-family: arial; font-size: 14px; line-height: 19px;"><br />
</div><div style="color: #333333; font-family: arial; font-size: 14px; line-height: 19px;">8. Ubur-ubur</div><div style="color: #333333; font-family: arial; font-size: 14px; line-height: 19px;">Sebanyak 2.478 ubur-ubur dibawa dengan pesawat ulang-alik Columbia dalam misi tahun 1991. Selama sembilan hari misi, <em>polyp</em> dari ubur-ubur berhasil tumbuh ke tahap hidup selanjutnya yang disebut <em>ephyrae</em>.</div><div style="color: #333333; font-family: arial; font-size: 14px; line-height: 19px;"><br />
</div><div style="color: #333333; font-family: arial; font-size: 14px; line-height: 19px;">9. Tikus</div><div style="color: #333333; font-family: arial; font-size: 14px; line-height: 19px;">Berdasarkan hasil yang diperoleh dari eksperimen tikus yang dibawa dengan pesawat ulang-alik Columbia tahun 1998, tikus yang berkembang di kondisi mikrogravitasi punya otak yang kurang berkembang, otot yang menyusut, dan kesulitan memperbaiki tulang yang rusak.</div><div style="color: #333333; font-family: arial; font-size: 14px; line-height: 19px;"><br />
</div><div style="color: #333333; font-family: arial; font-size: 14px; line-height: 19px;">10. Cumi-cumi</div><div style="color: #333333; font-family: arial; font-size: 14px; line-height: 19px;">Cumi-cumi dibawa dalam misi Endeavour terakhir tahun ini untuk mempelajari bakteri yang hidup di permukaannya. <em>Salmonella</em>, jenis bakteri itu, berubah tiga kali lebih mematikan setelah kembali dari antariksa.</div>Fajrul azmihttp://www.blogger.com/profile/12196549689339503268noreply@blogger.com0