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#1
Lagrange points are five positions in an orbital configuration where the gravitational forces of two large bodies balance centrifugal acceleration.
#2
A small object or spacecraft placed at a Lagrange point remains stationary relative to the two larger orbiting bodies.
#3
The points are named after mathematician Joseph-Louis Lagrange, who discovered them in 1772 while analyzing the restricted three-body problem.
#4
Leonhard Euler had earlier discovered the three collinear points (L1, L2, and L3) in 1765 before Lagrange discovered L4 and L5.
#5
Every two-body orbital system (such as Sun-Earth, Earth-Moon, or Sun-Jupiter) contains exactly five Lagrange points (L1 through L5).
#6
The points L1, L2, and L3 are collinear points positioned along the straight inter-body axis joining the two primary masses.
#7
L1, L2, and L3 are unstable equilibria (saddle points) requiring occasional thruster burns (station-keeping) to keep spacecraft in position.
#8
Lagrange point L1 lies between the Sun and Earth, approximately 1.5 million kilometers (about 1% of the distance to the Sun) from Earth.
#9
Sun-Earth L1 offers an uninterrupted view of the Sun and the solar wind without any planetary eclipses or occultation.
#10
India's Aditya-L1 solar observatory, launched by ISRO in September 2023, was successfully inserted into a halo orbit around Sun-Earth L1 in January 2024.
#11
The Solar and Heliospheric Observatory (SOHO) and the DSCOVR climate satellite also operate in halo orbits around Sun-Earth L1.
#12
Lagrange point L2 lies approximately 1.5 million kilometers directly behind Earth on the side opposite the Sun.
#13
Sun-Earth L2 provides an ultra-cold, dark environment where Earth and Sun remain in the same direction, facilitating sunshade shielding.
#14
The James Webb Space Telescope (JWST), ESA's Gaia, and the Euclid space telescope operate around the Sun-Earth L2 point.
#15
Spacecraft at L1 and L2 do not sit at a single geometric point; they orbit around it in three-dimensional Lissajous or Halo orbits.
#16
Lagrange point L3 lies on the opposite side of the primary body (the Sun), slightly outside Earth's orbital path.
#17
Lagrange points L4 and L5 form equilateral triangles with the two large bodies, positioned 60 degrees ahead and 60 degrees behind in orbit.
#18
L4 and L5 are dynamically stable equilibria, where the Coriolis force naturally steers displaced objects back into stable libration.
#19
Natural celestial bodies trapped at L4 and L5 equilibrium points are called Trojan asteroids or Trojan moons.
#20
Jupiter possesses the largest known population of Trojans, numbering over 10,000 asteroids at its L4 (Greeks) and L5 (Trojans) points.
#21
NASA launched the Lucy spacecraft in 2021 on a 12-year primary mission to explore multiple Jupiter Trojan asteroids at L4 and L5.
#22
Earth has two confirmed Trojan asteroids orbiting at its Sun-Earth L4 point: 2010 TK7 (discovered in 2010) and 2020 XL5 (discovered in 2020).
Subject Specialist Commentary
Analytical perspective & practical exam advice from the Master10 academic board
Lagrange points are positions in space where the gravitational forces of two large celestial bodies, like the Sun and Earth, balance the centrifugal force felt by a small object. Named after mathematicians Leonhard Euler and Joseph-Louis Lagrange, these five locations—labeled L1 through L5—allow spacecraft to remain stationary relative to Earth without burning propellant. They provide ideal viewing positions for solar observatories and deep-space telescopes.
Space technology questions in UPSC prelims and State PSC exams frequently feature Lagrange points. A common question trap confuses orbital stability: remember that collinear points L1, L2, and L3 are unstable and require periodic station-keeping maneuvers, whereas L4 and L5 are naturally stable. Connect missions to their locations: India's Aditya-L1 solar observatory orbits L1 for an uninterrupted view of the Sun, while NASA's James Webb Space Telescope orbits L2.
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