incomp-flame-post/code/test_compact.f90
2019-08-08 12:32:23 +09:00

149 lines
2.3 KiB
Fortran

program test_calculate
use Compact
implicit none
real*8, parameter :: pi=3.14159265358979323846d0
real*8, parameter :: me=1.00d-20
integer :: nxp,nyp,nzp
real*8 :: hxp,hyp,hzp
real*8 :: l_0
real*8, allocatable, dimension(:,:,:) :: aaa,bbb,ccc,ddd
real*8, allocatable, dimension(:,:) :: aa,bb,cc,dd,ee
integer :: ierr
real*8 :: xx,yy,zz,fxyz
integer :: i,j,k
real*4, dimension(2) :: startt
real*4, dimension(2) :: endt
real*4 :: result
nxp = 512
nyp = 256
nzp = 256
l_0 = 2.0d0
hyp=l_0*pi/REAL(nyp)
hxp=hyp
hzp=hyp
allocate(aa(1, nxp), stat=ierr); aa=0.0
allocate(bb(1, nxp), stat=ierr); bb=0.0
allocate(cc(1, nxp), stat=ierr); cc=0.0
allocate(dd(1, nxp), stat=ierr); dd=0.0
allocate(ee(1, nxp), stat=ierr); ee=0.0
allocate(aaa(nxp, nyp, nzp), stat=ierr); aaa=0.0
allocate(bbb(nxp, nyp, nzp), stat=ierr); bbb=0.0
allocate(ccc(nxp, nyp, nzp), stat=ierr); ccc=0.0
allocate(ddd(nxp, nyp, nzp), stat=ierr); ddd=0.0
call ludcmp(nxp, nyp, nzp, 1, 0, 0)
do i = 1,nxp
xx = dfloat(i-1) * hxp
aa(1,i) = sin(1.1d0 * xx)
dd(1,i) = 1.1d0 * cos(1.1d0 * xx)
end do
call rhs1np(nxp, hxp, aa, bb, 1)
call dfnonp(nxp, hxp, aa, cc, 1, 1)
print *, lxf
print *, lxs
print *, aa
print *, bb
print *, cc
print *, dd
ee = ((cc - dd)/dd)
write(*,*) "relerr_min_max", minval(ee(1,nxp/4:3*nxp/4)), maxval(ee(1,nxp/4:3*nxp/4))
write(*,*) "relerr_min_max", minval(ee), maxval(ee)
write(*,*) " exact_min_max", minval(dd), maxval(dd)
write(*,*) "compact_min_max", minval(cc), maxval(cc)
write(*,*) "test ddx"
do k = 1,nzp
do j = 1,nyp
do i = 1,nxp
xx = i * hxp
yy = j * hyp
zz = k * hzp
aaa(i,j,k) = sin(1.1 * xx) * sin(3.0 * yy) * sin(2.0 * zz)
end do
end do
end do
do k = 1,nzp
do j = 1,nyp
call dfnonp(nxp, hxp, aaa(:,j,k), bbb(:,j,k), 1, 1)
end do
end do
do k = 1,nzp
do j = 1,nyp
do i = 1,nxp ! nxp/4,3*nxp/4
xx = i * hxp
yy = j * hyp
zz = k * hzp
fxyz = (1.1 * cos(1.1 * xx) * sin(3.0 * yy) * sin(2.0 * zz))
ccc(i,j,k) = (bbb(i,j,k) - fxyz) / (fxyz)
if ((abs(ccc(i,j,k)) > 0.01 ) .and. (abs(bbb(i,j,k)) > 1.0e-14 )) write(*,*) bbb(i,j,k), fxyz
end do
end do
end do
write(*,*) "relerr_min_max", minval(ccc), maxval(ccc)
deallocate(aa)
deallocate(bb)
deallocate(cc)
deallocate(dd)
deallocate(ee)
deallocate(aaa)
deallocate(bbb)
deallocate(ccc)
deallocate(ddd)
end program