Gravitational lensing angle equation

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SUMMARY

The discussion centers on the gravitational lensing angle equation, specifically the angle of light deflection caused by massive objects like the Sun. A participant references the Wikipedia article on gravitational lensing, highlighting the formula found in the "Explanation in terms of space-time curvature" section. This formula is essential for understanding how light is bent around massive celestial bodies, providing a clear method for calculating the deflection angle.

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  • Understanding of gravitational lensing principles
  • Familiarity with general relativity concepts
  • Basic knowledge of light propagation in space
  • Ability to interpret scientific diagrams
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Astronomers, physicists, and students of general relativity who are interested in the effects of massive objects on light propagation and gravitational lensing phenomena.

scupydog
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Hello.

In the attached a diagram there are 2 stars on the left, the upper star is the apparent position as veiwed from Earth and the lower star the true position. The central star is the Sun

Could anyone give or direct me to an equation for the angle by which the light is deflected aº in the attached diagram.
 

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scupydog said:
Hello.

In the attached a diagram there are 2 stars on the left, the upper star is the apparent position as veiwed from Earth and the lower star the true position. The central star is the Sun

Could anyone give or direct me to an equation for the angle by which the light is deflected aº in the attached diagram.

See the Wikipedia article on "http://en.wikipedia.org/wiki/Gravitational_lensing" ". The relevant formula appears in the section "Explanation in terms of space-time curvature".
 
Last edited by a moderator:
Thx for your reply Johnathan, i never thought to look on there. lots of interesting stuff.
 

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