#!/usr/bin/env python #-*- coding: utf-8 -*- """ Generate nice graphs from mesh-tally 1 mctal files. At the current stage only simple text processing is done that doesn't work with multiple tallies or energy dependent meshes, yet. """ import gzip from numpy import * from pylab import * from matplotlib.colors import LogNorm COLORMAP='tab20c' SCALING=1.56e16/8.7374e15 def read_tally(fname, use_tally=None): if fname.endswith('.gz'): txt=gzip.open(fname, 'r').read() else: txt=open(fname, 'r').read() tally_ranges=[] tidx=0 while 'tally' in txt[tidx+1:]: tidx=txt.index('tally ', tidx+1) tnr=int(txt[tidx:].split(None,3)[1]) if len(tally_ranges)>0: tally_ranges[-1][2]=tidx-1 tally_ranges.append([tnr, tidx, -1]) if use_tally is None: txt=txt[tally_ranges[0][1]:tally_ranges[0][2]] else: tidx=[ti[0] for ti in tally_ranges].index(use_tally) txt=txt[tally_ranges[tidx][1]:tally_ranges[tidx][2]] header, data=txt.split('vals') # get dimensions of data fstart=header.index('\nf ') hi=header[fstart+3:].splitlines()[0] N,nE,nX,nY,nZ=map(int, hi.strip().split()) grid=header[fstart+3+len(hi):header.index('\nd ')] grid=array(grid.replace('\n', '').strip().split(), dtype=float) x=grid[:nX+1] y=grid[nX+1:nX+nY+2] z=grid[nX+nY+2:nX+nY+nZ+3] data=array(data.replace('\n','').strip().split(), dtype=float) I,dI=data.reshape(nZ, nY, nX, 2).transpose(3,2,1,0) return x,y,z,I,dI def plot_xy(outfile, res, zidx=5, Imin=1e-6, Imax=1e4, cticks=None): x,y,z,I,dI=res fig=gcf() ax=gca() p=ax.pcolormesh(x/100., y/100., I[:,:,zidx].T, norm=LogNorm(Imin, Imax), cmap=COLORMAP) ax.set_aspect('equal') fig.colorbar(p, orientation='horizontal', shrink=0.9, ticks=cticks, label='Dose rate [Sv/h]') xlabel('x [m]') ylabel('y [m]') title('XY plane at z=%.1fm'%((z[zidx]+z[zidx+1])/200.)) fig.subplots_adjust() #fig.savefig(outfile) #pc=p.get_facecolors() #pc[:,3]=where(I[:,:,zidx].T.flatten()>0, 0.9-0.25*dI[:,:,zidx].T.flatten(), 0.) ax.add_patch(Circle((0,0), radius=5.50, color='black', fill=False, lw=2)) ax.add_patch(Circle((0,0), radius=11.50, color='black', fill=False, lw=2)) ax.add_patch(Circle((0,0), radius=15.00, color='black', fill=False, lw=2)) fig.savefig(outfile, transparent=False, dpi=300) def plot_xz(outfile, res, yidx=5, Imin=1e-6, Imax=1e4, cticks=None): x,y,z,I,dI=res fig=gcf() ax=gca() p=ax.pcolormesh(x/100., z/100., I[:,yidx].T, norm=LogNorm(Imin, Imax), cmap=COLORMAP) ax.set_aspect('equal') fig.colorbar(p, orientation='horizontal', shrink=0.9, ticks=cticks, label='Dose rate [Sv/h]') xlabel('x [m]') ylabel('z [m]') ypos=(y[yidx]+y[yidx+1])/200. title('XZ plane at y=%.1fm'%ypos) fig.subplots_adjust() #fig.savefig(outfile) #pc=p.get_facecolors() #pc[:,3]=where(I[:,yidx].T.flatten()>0, 0.9-0.25*dI[:,yidx].T.flatten(), 0.) ax.plot([sqrt(5.5**2-ypos**2), sqrt(5.5**2-ypos**2)], [z.min()/100., z.max()/100.], color='black', lw=2) ax.plot([sqrt(11.5**2-ypos**2), sqrt(11.5**2-ypos**2)], [z.min()/100., z.max()/100.], color='black', lw=2) ax.plot([sqrt(15.0**2-ypos**2), sqrt(15.0**2-ypos**2)], [z.min()/100., z.max()/100.], color='black', lw=2) fig.savefig(outfile, transparent=False, dpi=300) def plot_yz(outfile, res, xidx=5, Imin=1e-6, Imax=1e4, cticks=None): x,y,z,I,dI=res fig=gcf() ax=gca() p=ax.pcolormesh(y/100., z/100., I[xidx].T, norm=LogNorm(Imin, Imax), cmap=COLORMAP) ax.set_aspect('equal') fig.colorbar(p, orientation='horizontal', shrink=0.9, ticks=cticks, label='Dose rate [Sv/h]') xlabel('y [m]') ylabel('z [m]') title('YZ plane at x=%.1fm'%((x[xidx]+x[xidx+1])/200.)) fig.subplots_adjust() #fig.savefig(outfile) #pc=p.get_facecolors() #pc[:,3]=where(I[xidx].T.flatten()>0, 0.9-0.25*dI[xidx].T.flatten(), 0.) fig.savefig(outfile, transparent=False, dpi=300) if __name__=='__main__': import sys, os res=read_tally(sys.argv[1], use_tally=1) x,y,z,I,dI=res I*=SCALING fpre=os.path.join('.', 'images', os.path.basename(sys.argv[1])[:-4]) xi, yi, zi=res[3].shape for zidx in range(zi): print fpre+'_xy_%02i.png'%zidx figure(figsize=(12,8)) plot_xy(fpre+'_xy_%02i.png'%zidx, res, zidx=zidx, Imin=1e-8, Imax=1e2, cticks=[1e-8, 1e-6, 1e-4, 1e-2, 1, 100]) for yidx in range(yi): print fpre+'_xz_%02i.png'%yidx figure(figsize=(12,8)) plot_xz(fpre+'_xz_%02i.png'%yidx, res, yidx=yidx, Imin=1e-8, Imax=1e2, cticks=[1e-8, 1e-6, 1e-4, 1e-2, 1, 100]) for xidx in range(xi): print fpre+'_yz_%02i.png'%xidx figure(figsize=(8,10)) plot_yz(fpre+'_yz_%02i.png'%xidx, res, xidx=xidx, Imin=1e-8, Imax=1e2, cticks=[1e-8, 1e-6, 1e-4, 1e-2, 1, 100])