Using analytical method mentioned in arXiv:1906.05090: "Analytic solutions for parallel transport along generic bound geodesics in Kerr spacetime" to do Kerr Geodesics' numerical simulations
Currently it can just solve for bounded TIMELIKE geodesic with input:
- r1 & r2: aphelion & perihelion
- a: spin parameter
- z1:
$z_1=\cos(\theta_{max})$ where$\theta_{max}$ is the maximun theta angle in BL coordinate particle can get in Kerr spacetime - delta_lambda & N: step size and max steps in Mino time
Originally, main.py
will produce pictures of motions with respect to Mino time
add on a package for visualization, including coordinate evolution & 3d trajectory & 3d animation
some typos are fixed and a mistake in arXiv:1906.05090 has been figure out and corrected as well (there should be a PLUS sign in front of eq.33)