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qp2/plugins/local/non_h_ints_mu/deb_deriv_mu.irp.f
2024-09-05 22:01:22 +02:00

29 lines
648 B
Fortran

program test_j_mu_of_r
implicit none
double precision :: x,mu_min,dmu,mu_max, mu, mu_p, mu_m
double precision :: j_simple,j_p, j_m,numeric_d_mu,d_dx_mu
double precision :: accu
integer :: npt,i
npt = 1000
mu_min = 0.3d0
mu_max = 10.d0
dmu = (mu_max - mu_min)/dble(npt)
x = 0.7d0
mu = mu_min
do i = 1, npt
call get_deriv_mu_j12(x,mu,d_dx_mu)
mu_p = mu + dmu
mu_m = mu - dmu
j_p = j_simple(x,mu_p)
j_m = j_simple(x,mu_m)
numeric_d_mu = 0.5d0 * (j_p - j_m)/dmu
print*,mu
print*,numeric_d_mu,d_dx_mu,dabs(d_dx_mu-numeric_d_mu)
accu += dabs(d_dx_mu-numeric_d_mu)
mu += dmu
enddo
accu *= dmu
print*,'accu = ',accu
end