The Elk Code
splinew.f90
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1 
2 ! Copyright (C) 2019 J. K. Dewhurst, S. Sharma and E. K. U. Gross.
3 ! This file is distributed under the terms of the GNU General Public License.
4 ! See the file COPYING for license details.
5 
6 pure subroutine splinew(n,wc,f,cf)
7 implicit none
8 ! arguments
9 integer, intent(in) :: n
10 real(8), intent(in) :: wc(4,3,n),f(n)
11 real(8), intent(out) :: cf(3,n)
12 ! local variables
13 integer i
14 real(8) f1,f2,f3,f4
15 f1=f(1); f2=f(2); f3=f(3); f4=f(4)
16 cf(1,1)=wc(1,1,1)*f1+wc(2,1,1)*f2+wc(3,1,1)*f3+wc(4,1,1)*f4
17 cf(2,1)=wc(1,2,1)*f1+wc(2,2,1)*f2+wc(3,2,1)*f3+wc(4,2,1)*f4
18 cf(3,1)=wc(1,3,1)*f1+wc(2,3,1)*f2+wc(3,3,1)*f3+wc(4,3,1)*f4
19 cf(1,2)=wc(1,1,2)*f1+wc(2,1,2)*f2+wc(3,1,2)*f3+wc(4,1,2)*f4
20 cf(2,2)=wc(1,2,2)*f1+wc(2,2,2)*f2+wc(3,2,2)*f3+wc(4,2,2)*f4
21 cf(3,2)=wc(1,3,2)*f1+wc(2,3,2)*f2+wc(3,3,2)*f3+wc(4,3,2)*f4
22 do i=3,n-2
23  f1=f(i-1); f2=f(i); f3=f(i+1); f4=f(i+2)
24  cf(1,i)=wc(1,1,i)*f1+wc(2,1,i)*f2+wc(3,1,i)*f3+wc(4,1,i)*f4
25  cf(2,i)=wc(1,2,i)*f1+wc(2,2,i)*f2+wc(3,2,i)*f3+wc(4,2,i)*f4
26  cf(3,i)=wc(1,3,i)*f1+wc(2,3,i)*f2+wc(3,3,i)*f3+wc(4,3,i)*f4
27 end do
28 i=n-1
29 cf(1,i)=wc(1,1,i)*f1+wc(2,1,i)*f2+wc(3,1,i)*f3+wc(4,1,i)*f4
30 cf(2,i)=wc(1,2,i)*f1+wc(2,2,i)*f2+wc(3,2,i)*f3+wc(4,2,i)*f4
31 cf(3,i)=wc(1,3,i)*f1+wc(2,3,i)*f2+wc(3,3,i)*f3+wc(4,3,i)*f4
32 cf(1,n)=wc(1,1,n)*f1+wc(2,1,n)*f2+wc(3,1,n)*f3+wc(4,1,n)*f4
33 cf(2,n)=wc(1,2,n)*f1+wc(2,2,n)*f2+wc(3,2,n)*f3+wc(4,2,n)*f4
34 cf(3,n)=wc(1,3,n)*f1+wc(2,3,n)*f2+wc(3,3,n)*f3+wc(4,3,n)*f4
35 end subroutine
36 
pure subroutine splinew(n, wc, f, cf)
Definition: splinew.f90:7