pyseobnr.eob.dynamics.postadiabatic_C

Contains the functions needed for computing the post-adiabatic dynamics as well as the combined dynamics (post-adiabatic + final part of the inspiral evolved using the usual EOB dynamics)

Functions

Kerr_ISCO(chi1, chi2, m1, m2)	Compute the Kerr ISCO radius and angular momentum from the remnant spin predicted by NR fits
Newtonian_j0(r)	Newtonian expression for orbital angular momentum using consistent normalization.
compute_adiabatic_parameter(dynamics, H, ...)	Compute the adiabatic parameter \(\frac{\dot{\Omega}}{2 \Omega^{2}}\) .
compute_adiabatic_solution(r, H, chi_1, ...)	Compute the adiabatic solution for the orbital angular momentum.
compute_combined_dynamics(omega0, H, RR, ...)	Compute the full inspiral dynamics by combining PA + ODE integration.
compute_postadiabatic_dynamics(omega0, H, ...)	Compute the dynamics using PA procedure starting from omega0
compute_postadiabatic_solution(r, pphi, H, ...)	Compute the postadiabatic solution iteratively
compute_pphi(r, pr, pphi, H, RR, chi_1, ...)	Compute the correction to pphi at even PA orders.
compute_pr(r, pr, pphi, H, RR, chi_1, chi_2, ...)	Compute the value to pr at odd PA orders.
cumulative_integral(x, y[, order])	Compute a cumulative integral numerically using sampled data to a given order in accuracy.
fin_diff_derivative(x, y)	Compute 8th order finite difference derivative, assuming an equally spaced grid.
j0_eqn(j0_sol, r, H, chi_1, chi_2, m_1, m_2, ...)
pphi_eqn(pphi_sol, r, pr, dpr_dr, H, RR, ...)	Evaluate the equation for even-PA orders, corresponding to corrections to pphi.
pphi_eqn_wrapper(pphi_sol, args)
pr_eqn(pr_sol, r, pphi, dpphi_dr, H, RR, ...)	Evaluate the equation for odd-PA orders, corresponding to corrections to pr.
pr_eqn_wrapper(pr_sol, args)
univariate_spline_integral(x, y)