DATA BARU, UNGKAP RAHASIA LUBANG HITAM
Data dari Chandra X-ray Observatory mengungkap detail baru mengenai kelahiran lubang hitam dari jutaan tahun silam. Ingin tahu?
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)
Lebih dari 30 tahun, astronom terkenal Stephen Hawking bertaruh menyatakan ada lubang hitam di Cygnus X-1. Namun pernyataannya itu memang terbukti salah dan astronom mengatakan, data baru kini memberi nilai massa, putaran dan jarak lubang hitam dari Bumi.
“Informasi baru ini memberi bukti kuat mengenai bagaimana lahirnya, berat dan seberapa cepat perputaran lubang hitam. Ini sangat menarik karena hingga kini tak banyak informasi diketahui mengenai kelahiran lubang hitam,” papar Kepala Studi Mark Reid dari Harvard-Smithsonian Center for Astrophysics.
Cygnus X-1 atau disebut dengan lubang hitam massa luar angkasa ini muncul dari runtuhan bintang raksasa. Lubang hitam ini berada dekat dengan bintang biru tetangganya.
“Sangat menakjubkan memiliki deskripsi penuh obyek seukuran asteroid yang jaraknya ribuan tahun cahaya dari Bumi ini. Kini astronom punya pemahaman yang lebih komplit mengenai lubang hitam,” ungkap astronom Lijun Gou.
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