src/module/multiply_div [ Modules ]
NAME
Module multiply_div
USAGE
use multiply_div
DESCRIPTION
This module contains the function mult_div, This function computes numericaly (1+alpha*epsilon)*(A/epsilon+B). The type of the output array is identical to the type of the input array.
OUTPUT
This module exports the function mult_div
USES
* precision_golem (src/module/precision_golem.f90)
src/module/multiply_div/mult_div_c [ Functions ]
NAME
Function mult_div_c
USAGE
cmplx_dim2 = mult_div_c(alpha,array)
DESCRIPTION
This function computes numericaly (1+alpha*epsilon)*(A/epsilon+B) with A and B complex. The returned result is put into an complex array t (rank 1, shape 2) where t(1) = A, t(2) = B + alpha*A.
INPUTS
* alpha -- a real (type ki) * array -- a complex (type ki) array of rank 1, shape 2
SIDE EFFECTS
No side effect
RETURN VALUE
a complex (type ki) array of rank 1 and shape 2
NOTES
The return value of this function is a complex array of shape 2, contrary to the real array returned by mult_div_r.
EXAMPLE
resu = multipy_div_c(alpha,array) resu(1) = array(1) resu(2) = array(2) + alpha*array(1)
src/module/multiply_div/mult_div_r [ Functions ]
NAME
Function mult_div_r
USAGE
real_dim4 = mult_div_r(alpha,array)
DESCRIPTION
This function computes numericaly (1+alpha*epsilon)*(A/epsilon+B) with A = a1 + i*a2 and B = b1 + i*b2. The returned result is put into an array t (rank 1, shape 4) where t(1) = a1, t(2) = a2, t(3) = b1+alpha*a1, t(4) = b2+alpha*a2.
INPUTS
* alpha -- a real (type ki) * array -- a real (type ki) array of rank 1, shape 4
SIDE EFFECTS
No side effect
RETURN VALUE
a real (type ki) array of rank 1 and shape 4
NOTES
The return value of this function is a real array of shape 4, contrary to the complex array returned by mult_div_c.
EXAMPLE
resu = multipy_div_r(alpha,array) resu(1) = array(1) resu(2) = array(2) resu(3) = array(3) + alpha*array(1) resu(4) = array(4) + alpha*array(2)