Created
April 19, 2024 04:45
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program wait_formula | |
implicit none | |
real :: beta, a, h | |
real, dimension(:), allocatable :: rho | |
complex :: norm_deltaZ | |
complex :: integral1, integral2, integral3 | |
real :: rho_start, rho_end, rho_step | |
real :: rho_current | |
integer :: i | |
beta = 2.0 * 3.14 / 100.0 | |
a = 18.0 | |
h = 20.0 | |
rho_start = a | |
rho_end = 1000.0 | |
rho_step = 0.01 | |
allocate(rho((rho_end - rho_start) / rho_step + 1)) | |
rho_current = rho_start | |
do i = 1, size(rho) | |
rho(i) = rho_current | |
rho_current = rho_current + rho_step | |
end do | |
integral1 = 0.0 | |
integral2 = 0.0 | |
integral3 = 0.0 | |
do i = 1, size(rho) | |
integral1 = integral1 + (exp(-2.0 * cmplx(0.0, 1.0) * beta * sqrt(rho(i)**2 + h**2)) / rho(i)) * rho_step | |
integral2 = integral2 + (exp(-beta * cmplx(0.0, 1.0) * (sqrt(rho(i)**2 + h**2) + rho(i))) / rho(i)) * rho_step | |
integral3 = integral3 + (exp(-2.0 * cmplx(0.0, 1.0) * beta * rho(i)) / rho(i)) * rho_step | |
end do | |
norm_deltaZ = (-2.0 / (sin(beta * h)**2)) * (integral1 - 2.0 * cos(beta * h) * integral2 - cos(beta * h)**2 * integral3) | |
print *, "Result:", norm_deltaZ | |
deallocate(rho) | |
end program wait_formula |
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