Describe in detail about Lagrange point. Why it is essential to considr Lagrange points while launching satellite.
Lost your password? Please enter your email address. You will receive a link and will create a new password via email.
Please briefly explain why you feel this question should be reported.
Please briefly explain why you feel this answer should be reported.
Please briefly explain why you feel this user should be reported.
Lagrange Points: A Sweet Spot in Gravitation
Lagrange points are those points in space where the gravitational forces of two large bodies, such as Earth and the Sun, balance out the centripetal force necessary for a smaller object, such as a satellite, to orbit with them. These points were first identified by mathematician Joseph-Louis Lagrange in 1772.
Why are Lagrange Points Important for Satellite Launches?
-Station Keeping: The Lagrange points are a stable location for satellites. A satellite placed in one of these points requires less fuel to keep its position there because the sum of the two large bodies’ gravitational forces forms a natural balance at these points.
-Observational Advantages: Some Lagrange points are observationally favorable because they afford an unobstructed view of celestial objects. For instance, L1 between Earth and the Sun is a viewpoint that constantly and continuously observes the Sun, an ideal location for solar observation missions. Similarly, L2 at the opposite end of Earth, away from the Sun, allows for a space telescope, as in the James Webb Space Telescope, to observe space without interference either from the Sun or Earth.
It has, therefore meant least orbit adjustments from which fewer quantities of the required fuel to facilitate the whole satellites’ stay with extended lives around the Earth, in orbits and other types across the Earth as intended.
Lagrange points. There exist five Lagrange points in any two-body system.
1. L1: in the center separating the two.
2. L2: in back of small but on far-side of smaller.
3. L3: On the far side of the bigger body from the smaller body (in the Sun-Earth system case, L3 would lie on the far side of the Sun relative to Earth)
4. L4 and L5: 60 degrees ahead of and behind the smaller body in its orbit around the bigger body. Here, equilateral triangles are formed with the two major bodies.
Applications of Lagrange Points
-Space Telescopes: The James Webb Space Telescope is placed at the Sun-Earth L2 point, offering a stable and unobstructed view of the cosmos.
-Solar Observation: The Solar and Heliospheric Observatory (SOHO) is placed at the Sun-Earth L1 point, offering continuous monitoring of the Sun.
-Spacecraft Missions: Many spacecraft have used Lagrange points for communications, Earth observation, and deep space exploration.