Recent content by Goldman clarck
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Undergrad Schwarzschild Geodesics: An Overview
Thank you @PeterDonis for the valuable time you spent discussing the thread, really appreciate it.- Goldman clarck
- Post #7
- Forum: Special and General Relativity
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Undergrad Schwarzschild Geodesics: An Overview
If ##u = \frac{1}{D}## is correct as an approximation (the source he stated uses the Euler method to solve the light path around a the Schwarzschild spacetime) then how ##u' = \frac{1}{D \cdot tan \alpha}## (which is confusingly denoted as ##v_1(0)## in the paper) was derived from ##u =...- Goldman clarck
- Post #5
- Forum: Special and General Relativity
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Undergrad Schwarzschild Geodesics: An Overview
I watched the video he referred to, the video is in french by the way and doesn't provide any explanation to how the second equation has been derived, except mentioning that ##u' = \frac{1}{D \cdot tan \alpha}## is the derivative of ##u = \frac{1}{D}## when ##\phi = 0##, where ##D## is the...- Goldman clarck
- Post #3
- Forum: Special and General Relativity
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Undergrad Schwarzschild Geodesics: An Overview
- Goldman clarck
- Thread
- Black hole General relativity Geodesics Schwarzschild
- Replies: 7
- Forum: Special and General Relativity