Titik Lagrange

Titik Lagrange (disebut juga titik Lagrangian, titik L atau titik librasi) merupakan “spot parkir” di angkasa di mana objek dapat seimbang antara tarikan gravitasi dari dua massa besar - yakni Bumi dan Bulan, yang berarti NASA secara efektif bisa 'memarkir' kendaraan di sana.

Laporan Badan Penerbangan dan Antariksa Amerika Serikat (NASA) mengatakan bahwa menempatkan pesawat ruang angkasa di Titik Lagrange di atas bulan sebagai area percobaan untuk akses manusia ke ruang angkasa jauh adalah pilihan jangka pendek terbaik untuk mengembangkan pengalaman penerbangan yang diinginkan dan mengurangi risiko.

Sumber

http://www.acehtraffic.com/2012/09/nasa-ingin-bangun-pangkalan-batu.html Diarsipkan 2014-05-09 di Wayback Machine.

Pranala luar

Wikimedia Commons memiliki media mengenai Lagrange points.

Joseph-Louis, Comte Lagrange, from Oeuvres Tome 6, "Essai sur le Problème des Trois Corps"—Essai (PDF) Diarsipkan 2016-05-06 di Wayback Machine.; source Tome 6 (Viewer)
"Essay on the Three-Body Problem" by J-L Lagrange, translated from the above, in http://www.merlyn.demon.co.uk/essai-3c.htm Diarsipkan 2019-06-23 di Wayback Machine..
Considerationes de motu corporum coelestium—Leonhard Euler—transcription and translation at http://www.merlyn.demon.co.uk/euler304.htm Diarsipkan 2020-08-03 di Wayback Machine..
What are Lagrange points?—European Space Agency page, with good animations
Explanation of Lagrange points Diarsipkan 2003-06-05 di Wayback Machine.—Prof. Neil J. Cornish
A NASA explanation—also attributed to Neil J. Cornish
Explanation of Lagrange points—Prof. John Baez
Geometry and calculations of Lagrange points Diarsipkan 2005-11-09 di Bibliotheca Alexandrina—Dr J R Stockton
Locations of Lagrange points, with approximations—Dr. David Peter Stern
An online calculator to compute the precise positions of the 5 Lagrange points for any 2-body system—Tony Dunn
Astronomy cast—Ep. 76: Lagrange Points Fraser Cain and Dr. Pamela Gay
The Five Points of Lagrange Diarsipkan 2018-09-09 di Wayback Machine. by Neil deGrasse Tyson
Earth, a lone Trojan discovered

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