- #1
Karl Coryat
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- TL;DR Summary
- Why did GR predict a deflection of starlight by the Sun that was double the Newtonian expectation?
The Eddington Experiment famously confirmed GR by showing, as Einstein had predicted, a deflection of starlight by the Sun that was double the deflection expected by Newtonian gravity. I don't understand where Einstein's 2x number came from. I make the following assumptions:
1. That a ray of light and an inertial test mass both take the same geodesic through spacetime
2. That the expected Newtonian deflection is calculated by determining how much the starlight "falls" toward the Sun enroute
3. That the acceleration of this falling is the same as the acceleration of a test mass, Galileo having established that everything takes the same acceleration regardless of mass.
One or more of those assumptions must be wrong.
To put this question another way, does a light beam parallel to the Earth's surface deflect downward at 19.6 m/s2, i.e., 19.6 meters vertically for every 90 billion kilometers horizontally?
Thank you for your help!
1. That a ray of light and an inertial test mass both take the same geodesic through spacetime
2. That the expected Newtonian deflection is calculated by determining how much the starlight "falls" toward the Sun enroute
3. That the acceleration of this falling is the same as the acceleration of a test mass, Galileo having established that everything takes the same acceleration regardless of mass.
One or more of those assumptions must be wrong.
To put this question another way, does a light beam parallel to the Earth's surface deflect downward at 19.6 m/s2, i.e., 19.6 meters vertically for every 90 billion kilometers horizontally?
Thank you for your help!