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1
Compute the deflection angle for light from a distant star that would,
according to general relativity, be measured by an observer on the Moon
as the light grazes the edge of Earth.

Solution
2
3
4
2
3
11 24 8
2
6
We know that in connection with deflection of light in a gravitational
field,
4
---- (1)
using
6.67 10 , 5.98 10 , 3.00 10 ,
.
6.37 10 , in eq.(1), we get
GM
c R
m m
G X M X kg c X
s kg s
R X m



  

5
3 3
11 24 13
2 2
9
3
8 2 6 22
2
4 6.67 10 5.98 10 159.5 10
.
2.8 10
(3.0 10 ) 6.37 10 57.33 10
m m
X X X X kg X
s kg s X radian
m m
X X X m X
s s



  

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Paul 2.33 Widthwise.doc

  • 1. 1 Compute the deflection angle for light from a distant star that would, according to general relativity, be measured by an observer on the Moon as the light grazes the edge of Earth.  Solution
  • 2. 2
  • 3. 3
  • 4. 4 2 3 11 24 8 2 6 We know that in connection with deflection of light in a gravitational field, 4 ---- (1) using 6.67 10 , 5.98 10 , 3.00 10 , . 6.37 10 , in eq.(1), we get GM c R m m G X M X kg c X s kg s R X m       
  • 5. 5 3 3 11 24 13 2 2 9 3 8 2 6 22 2 4 6.67 10 5.98 10 159.5 10 . 2.8 10 (3.0 10 ) 6.37 10 57.33 10 m m X X X X kg X s kg s X radian m m X X X m X s s      