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+ /*@@
+ @file InitialData.F
+ @date
+ @author Tom Goodale
+ @desc
+ Initial data for the 3D Wave Equation
+ @enddesc
+ @@*/
+
+#include "cctk.h"
+#include "cctk_parameters.h"
+#include "cctk_arguments.h"
+
+
+
+ /*@@
+ @routine WaveToyF90_InitialData
+ @date
+ @author Tom Goodale
+ @desc
+ Set up initial data for the wave equation
+ @enddesc
+ @calls
+ @calledby
+ @history
+
+ @endhistory
+
+@@*/
+
+ subroutine WaveToyF90_InitialData(CCTK_FARGUMENTS)
+
+ implicit none
+
+ DECLARE_CCTK_FARGUMENTS
+ DECLARE_CCTK_PARAMETERS
+
+ INTEGER CCTK_Equals
+
+ INTEGER :: i
+ CCTK_REAL :: dt,omega, pi
+ CCTK_REAL :: min_delta,dx,dy,dz
+
+ pi = 4.0*atan(1.0)
+
+c Grid spacing shortcuts
+c ----------------------
+ dx = cctk_delta_space(1)
+ dy = cctk_delta_space(2)
+ dz = cctk_delta_space(3)
+
+c Calculate timestep
+c ------------------
+ min_delta = min(dx,dy,dz)
+ cctk_delta_time = dtfac*min_delta
+ dt = cctk_delta_time
+ omega = sqrt(kx**2+ky**2+kz**2)
+
+ if (CCTK_Equals(initial_data,"plane")==1) then
+
+ phi = amplitude*cos(kx*x+ky*y+kz*z+omega*cctk_time)
+ phi_old = amplitude*cos(kx*x+ky*y+kz*z+omega*(cctk_time-dt))
+
+ else if (CCTK_Equals(initial_data,"gaussian")==1) then
+
+ call CCTK_INFO("Gaussian initial data for Wave Equation");
+ phi = amplitude*exp( -(sqrt(x**2+y**2+z**2)-radius)**2/sigma**2)
+ phi_old = amplitude*exp( -(sqrt(x**2+y**2+z**2)-radius-dt)**2/sigma**2)
+
+ else if (CCTK_Equals(initial_data, "box")==1) then
+
+c Use kx,ky,kz as number of modes in each direction.
+
+ phi = amplitude*sin(kx*(x-0.5)*pi)*
+ $ sin(ky*(y-0.5)*pi)*
+ $ sin(kz*(z-0.5)*pi)*
+ $ cos(omega*cctk_time*pi)
+
+ phi_old = amplitude*sin(kx*(x-0.5)*pi)*
+ $ sin(ky*(y-0.5)*pi)*
+ $ sin(kz*(z-0.5)*pi)*
+ $ cos(omega*(cctk_time-dt)*pi)
+
+ end if
+
+c Apply symmetry boundary conditions
+c ----------------------------------
+ call ApplySymmetry(cctkGH,"wavetoy::scalarevolve")
+
+c Synchronise
+c -----------
+ call CCTK_SyncGroup(cctkGH,"wavetoy::scalarevolve")
+
+ end subroutine WaveToyF90_InitialData
+
+