Where can I find examples for solving equations of motion in Relativity?

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SUMMARY

This discussion focuses on resources for solving equations of motion in General Relativity (GR), particularly through the lens of geodesic equations and metric transformations. Key texts recommended include "Lightman et al.", "Lawden", "Landau & Lifshitz", and "Lipschutz (Schaum's Series)". The conversation emphasizes the importance of understanding differential geometry as it relates to physics, highlighting that the challenges faced are more mathematical than purely physical.

PREREQUISITES
  • Understanding of General Relativity concepts
  • Familiarity with geodesic equations
  • Knowledge of differential geometry
  • Basic skills in metric transformations
NEXT STEPS
  • Study "Lightman et al." for practical examples in GR
  • Explore "Lawden" for insights on coordinate transformations
  • Review "Landau & Lifshitz" for advanced GR applications
  • Examine "Lipschutz (Schaum's Series)" for problem-solving techniques in differential geometry
USEFUL FOR

This discussion is beneficial for General Relativity students, physicists seeking to deepen their understanding of geodesic equations, and mathematicians interested in the application of differential geometry in physics.

jixe
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Hi,

I am a new GR student and struggling a bit, to be honest. Usually in this situation I saturate myself with working through examples and eventually the penny drops, but I have not been able to find a text or any lecture notes etc. that provides examples of things like solving geodesic equations of motion given a metric ( they don't all seem responsive to the Lagrangian approach) or rewriting metrics or equations of motion in a different coordinate system etc.etc.
Can anyone help by suggesting a text?

Thanks
 
Physics news on Phys.org
Thanks robphy. I'll have a look at those.
 

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