diff options
Diffstat (limited to 'src/qlm_tetrad.F90')
| -rw-r--r-- | src/qlm_tetrad.F90 | 22 |
1 files changed, 12 insertions, 10 deletions
diff --git a/src/qlm_tetrad.F90 b/src/qlm_tetrad.F90 index 85837dc..d309906 100644 --- a/src/qlm_tetrad.F90 +++ b/src/qlm_tetrad.F90 @@ -46,8 +46,8 @@ subroutine qlm_calc_tetrad (CCTK_ARGUMENTS, hn) CCTK_REAL :: nabla_ll(0:3,0:3), nabla_nn(0:3,0:3) CCTK_COMPLEX :: nabla_mm(0:3,0:3) - CCTK_REAL :: t0, t1, t2 - logical :: ce0, ce1, ce2 + !CCTK_REAL :: t0, t1, t2 + !logical :: ce0, ce1, ce2 CCTK_REAL :: delta_space(2) CCTK_REAL :: count, accuracy @@ -153,16 +153,17 @@ subroutine qlm_calc_tetrad (CCTK_ARGUMENTS, hn) ee(1,2) = qlm_y(i,j,hn) - qlm_origin_y(hn) ee(1,3) = qlm_z(i,j,hn) - qlm_origin_z(hn) - ee_p(1,1) = qlm_x_p(i,j,hn) - qlm_origin_x_p(hn) - ee_p(1,2) = qlm_y_p(i,j,hn) - qlm_origin_y_p(hn) - ee_p(1,3) = qlm_z_p(i,j,hn) - qlm_origin_z_p(hn) + !ee_p(1,1) = qlm_x_p(i,j,hn) - qlm_origin_x_p(hn) + !ee_p(1,2) = qlm_y_p(i,j,hn) - qlm_origin_y_p(hn) + !ee_p(1,3) = qlm_z_p(i,j,hn) - qlm_origin_z_p(hn) - ee_p_p(1,1) = qlm_x_p_p(i,j,hn) - qlm_origin_x_p_p(hn) - ee_p_p(1,2) = qlm_y_p_p(i,j,hn) - qlm_origin_y_p_p(hn) - ee_p_p(1,3) = qlm_z_p_p(i,j,hn) - qlm_origin_z_p_p(hn) + !ee_p_p(1,1) = qlm_x_p_p(i,j,hn) - qlm_origin_x_p_p(hn) + !ee_p_p(1,2) = qlm_y_p_p(i,j,hn) - qlm_origin_y_p_p(hn) + !ee_p_p(1,3) = qlm_z_p_p(i,j,hn) - qlm_origin_z_p_p(hn) dee(1,0,:) = 0 - dee(1,1:3,0) = timederiv (ee(1,1:3), ee_p(1,1:3), ee_p_p(1,1:3), t0,t1,t2, ce0,ce1,ce2) + !dee(1,1:3,0) = timederiv (ee(1,1:3), ee_p(1,1:3), ee_p_p(1,1:3), t0,t1,t2, ce0,ce1,ce2) + dee(1,1:3,0) = 0 dee_spher(1,:,1) = 0 ! this is a choice dee_spher(1,1,2:3) = deriv (qlm_x(:,:,hn), i,j, delta_space) dee_spher(1,2,2:3) = deriv (qlm_y(:,:,hn), i,j, delta_space) @@ -184,7 +185,8 @@ subroutine qlm_calc_tetrad (CCTK_ARGUMENTS, hn) ee_p_p(2:3,3) = deriv (qlm_z_p_p(:,:,hn), i,j, delta_space) dee(2:3,0,:) = 0 - dee(2:3,1:3,0) = timederiv (ee(2:3,1:3), ee_p(2:3,1:3), ee_p_p(2:3,1:3), t0,t1,t2, ce0,ce1,ce2) + !dee(2:3,1:3,0) = timederiv (ee(2:3,1:3), ee_p(2:3,1:3), ee_p_p(2:3,1:3), t0,t1,t2, ce0,ce1,ce2) + dee(2:3,1:3,0) = 0 dee_spher(2:3,:,1) = 0 ! this is a choice dee_spher(2:3,1,2:3) = deriv2 (qlm_x(:,:,hn), i,j, delta_space) dee_spher(2:3,2,2:3) = deriv2 (qlm_y(:,:,hn), i,j, delta_space) |