Geant4 Cross Reference

Cross-Referencing   Geant4
Geant4/visualization/gMocren/src/G4GMocrenFileCTtoDensityMap.cc

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Diff markup

Differences between /visualization/gMocren/src/G4GMocrenFileCTtoDensityMap.cc (Version 11.3.0) and /visualization/gMocren/src/G4GMocrenFileCTtoDensityMap.cc (Version 9.1.p2)


  1 //                                                  1 
  2 // *******************************************    
  3 // * License and Disclaimer                       
  4 // *                                              
  5 // * The  Geant4 software  is  copyright of th    
  6 // * the Geant4 Collaboration.  It is provided    
  7 // * conditions of the Geant4 Software License    
  8 // * LICENSE and available at  http://cern.ch/    
  9 // * include a list of copyright holders.         
 10 // *                                              
 11 // * Neither the authors of this software syst    
 12 // * institutes,nor the agencies providing fin    
 13 // * work  make  any representation or  warran    
 14 // * regarding  this  software system or assum    
 15 // * use.  Please see the license in the file     
 16 // * for the full disclaimer and the limitatio    
 17 // *                                              
 18 // * This  code  implementation is the result     
 19 // * technical work of the GEANT4 collaboratio    
 20 // * By using,  copying,  modifying or  distri    
 21 // * any work based  on the software)  you  ag    
 22 // * use  in  resulting  scientific  publicati    
 23 // * acceptance of all terms of the Geant4 Sof    
 24 // *******************************************    
 25 //                                                
 26 #include "G4GMocrenFileCTtoDensityMap.hh"         
 27                                                   
 28 G4double GMocrenFileCTDensMap[] =                 
 29   {0.         , 0.000964744, 0.00192949 , 0.00    
 30    0.00482372 , 0.00578846 , 0.0067532  , 0.00    
 31    0.00964744 , 0.0106122  , 0.0115769  , 0.01    
 32    0.0144712  , 0.0154359  , 0.0164006  , 0.01    
 33    0.0192949  , 0.0202596  , 0.0212244  , 0.02    
 34    0.0241186  , 0.0250833  , 0.0260481  , 0.02    
 35    0.0289423  , 0.0299071  , 0.0308718  , 0.03    
 36    0.033766   , 0.0347308  , 0.0356955  , 0.03    
 37    0.0385897  , 0.0395545  , 0.0405192  , 0.04    
 38    0.0434135  , 0.0443782  , 0.0453429  , 0.04    
 39    0.0482372  , 0.0492019  , 0.0501667  , 0.05    
 40    0.0530609  , 0.0540256  , 0.0549904  , 0.05    
 41    0.0578846  , 0.0588494  , 0.0598141  , 0.06    
 42    0.0627083  , 0.0636731  , 0.0646378  , 0.06    
 43    0.067532   , 0.0684968  , 0.0694615  , 0.07    
 44    0.0723558  , 0.0733205  , 0.0742853  , 0.07    
 45    0.0771795  , 0.0781442  , 0.079109   , 0.08    
 46    0.0820032  , 0.0829679  , 0.0839327  , 0.08    
 47    0.0868269  , 0.0877917  , 0.0887564  , 0.08    
 48    0.0916506  , 0.0926154  , 0.0935801  , 0.09    
 49    0.0964744  , 0.0974391  , 0.0984038  , 0.09    
 50    0.101298   , 0.102263   , 0.103228   , 0.10    
 51    0.106122   , 0.107087   , 0.108051   , 0.10    
 52    0.110946   , 0.11191    , 0.112875   , 0.11    
 53    0.115769   , 0.116734   , 0.117699   , 0.11    
 54    0.120593   , 0.121558   , 0.122522   , 0.12    
 55    0.125417   , 0.126381   , 0.127346   , 0.12    
 56    0.13024    , 0.131205   , 0.13217    , 0.13    
 57    0.135064   , 0.136029   , 0.136994   , 0.13    
 58    0.139888   , 0.140853   , 0.141817   , 0.14    
 59    0.144712   , 0.145676   , 0.146641   , 0.14    
 60    0.149535   , 0.1505     , 0.151465   , 0.15    
 61    0.154359   , 0.155324   , 0.156288   , 0.15    
 62    0.159183   , 0.160147   , 0.161112   , 0.16    
 63    0.164006   , 0.164971   , 0.165936   , 0.16    
 64    0.16883    , 0.169795   , 0.17076    , 0.17    
 65    0.173654   , 0.174619   , 0.175583   , 0.17    
 66    0.178478   , 0.179442   , 0.180407   , 0.18    
 67    0.183301   , 0.184266   , 0.185231   , 0.18    
 68    0.188125   , 0.18909    , 0.190054   , 0.19    
 69    0.192949   , 0.193913   , 0.194878   , 0.19    
 70    0.197772   , 0.198737   , 0.199702   , 0.20    
 71    0.202596   , 0.203561   , 0.204526   , 0.20    
 72    0.20742    , 0.208385   , 0.209349   , 0.21    
 73    0.212244   , 0.213208   , 0.214173   , 0.21    
 74    0.217067   , 0.218032   , 0.218997   , 0.21    
 75    0.221891   , 0.222856   , 0.223821   , 0.22    
 76    0.226715   , 0.227679   , 0.228644   , 0.22    
 77    0.231538   , 0.232503   , 0.233468   , 0.23    
 78    0.236362   , 0.237327   , 0.238292   , 0.23    
 79    0.241186   , 0.242151   , 0.243115   , 0.24    
 80    0.24601    , 0.246974   , 0.247939   , 0.24    
 81    0.250833   , 0.251798   , 0.252763   , 0.25    
 82    0.255657   , 0.256622   , 0.257587   , 0.25    
 83    0.260481   , 0.261446   , 0.26241    , 0.26    
 84    0.265305   , 0.266269   , 0.267234   , 0.26    
 85    0.270128   , 0.271093   , 0.272058   , 0.27    
 86    0.274952   , 0.275917   , 0.276881   , 0.27    
 87    0.279776   , 0.28074    , 0.281705   , 0.28    
 88    0.284599   , 0.285564   , 0.286529   , 0.28    
 89    0.289423   , 0.290388   , 0.291353   , 0.29    
 90    0.294247   , 0.295212   , 0.296176   , 0.29    
 91    0.299071   , 0.300035   , 0.301      , 0.30    
 92    0.303894   , 0.304859   , 0.305824   , 0.30    
 93    0.308718   , 0.309683   , 0.310647   , 0.31    
 94    0.313542   , 0.314506   , 0.315471   , 0.31    
 95    0.318365   , 0.31933    , 0.320295   , 0.32    
 96    0.323189   , 0.324154   , 0.325119   , 0.32    
 97    0.328013   , 0.328978   , 0.329942   , 0.33    
 98    0.332837   , 0.333801   , 0.334766   , 0.33    
 99    0.33766    , 0.338625   , 0.33959    , 0.34    
100    0.342484   , 0.343449   , 0.344413   , 0.34    
101    0.347308   , 0.348272   , 0.349237   , 0.35    
102    0.352131   , 0.353096   , 0.354061   , 0.35    
103    0.356955   , 0.35792    , 0.358885   , 0.35    
104    0.361779   , 0.362744   , 0.363708   , 0.36    
105    0.366603   , 0.367567   , 0.368532   , 0.36    
106    0.371426   , 0.372391   , 0.373356   , 0.37    
107    0.37625    , 0.377215   , 0.378179   , 0.37    
108    0.381074   , 0.382038   , 0.383003   , 0.38    
109    0.385897   , 0.386862   , 0.387827   , 0.38    
110    0.390721   , 0.391686   , 0.392651   , 0.39    
111    0.395545   , 0.39651    , 0.397474   , 0.39    
112    0.400369   , 0.401333   , 0.402298   , 0.40    
113    0.405192   , 0.406157   , 0.407122   , 0.40    
114    0.410016   , 0.410981   , 0.411945   , 0.41    
115    0.41484    , 0.415805   , 0.416769   , 0.41    
116    0.419663   , 0.420628   , 0.421593   , 0.42    
117    0.424487   , 0.425452   , 0.426417   , 0.42    
118    0.429311   , 0.430276   , 0.43124    , 0.43    
119    0.434135   , 0.435099   , 0.436064   , 0.43    
120    0.438958   , 0.439923   , 0.440888   , 0.44    
121    0.443782   , 0.444747   , 0.445712   , 0.44    
122    0.448606   , 0.449571   , 0.450535   , 0.45    
123    0.453429   , 0.454394   , 0.455359   , 0.45    
124    0.458253   , 0.459218   , 0.460183   , 0.46    
125    0.463077   , 0.464042   , 0.465006   , 0.46    
126    0.467901   , 0.468865   , 0.46983    , 0.47    
127    0.472724   , 0.473689   , 0.474654   , 0.47    
128    0.477548   , 0.478513   , 0.479478   , 0.48    
129    0.482372   , 0.483337   , 0.484301   , 0.48    
130    0.487196   , 0.48816    , 0.489125   , 0.49    
131    0.492019   , 0.492984   , 0.493949   , 0.49    
132    0.496843   , 0.497808   , 0.498772   , 0.49    
133    0.501667   , 0.502631   , 0.503596   , 0.50    
134    0.50649    , 0.507455   , 0.50842    , 0.50    
135    0.511314   , 0.512279   , 0.513244   , 0.51    
136    0.516138   , 0.517103   , 0.518067   , 0.51    
137    0.520962   , 0.521926   , 0.522891   , 0.52    
138    0.525785   , 0.52675    , 0.527715   , 0.52    
139    0.530609   , 0.531574   , 0.532538   , 0.53    
140    0.535433   , 0.536397   , 0.537362   , 0.53    
141    0.540256   , 0.541221   , 0.542186   , 0.54    
142    0.54508    , 0.546045   , 0.54701    , 0.54    
143    0.549904   , 0.550869   , 0.551833   , 0.55    
144    0.554728   , 0.555692   , 0.556657   , 0.55    
145    0.559551   , 0.560516   , 0.561481   , 0.56    
146    0.564375   , 0.56534    , 0.566305   , 0.56    
147    0.569199   , 0.570163   , 0.571128   , 0.57    
148    0.574022   , 0.574987   , 0.575952   , 0.57    
149    0.578846   , 0.579811   , 0.580776   , 0.58    
150    0.58367    , 0.584635   , 0.585599   , 0.58    
151    0.588494   , 0.589458   , 0.590423   , 0.59    
152    0.593317   , 0.594282   , 0.595247   , 0.59    
153    0.598141   , 0.599106   , 0.600071   , 0.60    
154    0.603288   , 0.604576   , 0.605864   , 0.60    
155    0.609728   , 0.611016   , 0.612304   , 0.61    
156    0.616168   , 0.617456   , 0.618744   , 0.62    
157    0.622608   , 0.623896   , 0.625184   , 0.62    
158    0.629048   , 0.630336   , 0.631624   , 0.63    
159    0.635488   , 0.636776   , 0.638064   , 0.63    
160    0.641928   , 0.643216   , 0.644504   , 0.64    
161    0.648368   , 0.649656   , 0.650944   , 0.65    
162    0.654808   , 0.656096   , 0.657384   , 0.65    
163    0.661248   , 0.662536   , 0.663824   , 0.66    
164    0.667688   , 0.668976   , 0.670264   , 0.67    
165    0.674128   , 0.675416   , 0.676704   , 0.67    
166    0.680568   , 0.681856   , 0.683144   , 0.68    
167    0.687008   , 0.688296   , 0.689584   , 0.69    
168    0.693448   , 0.694736   , 0.696024   , 0.69    
169    0.699888   , 0.701176   , 0.702464   , 0.70    
170    0.706328   , 0.707616   , 0.708904   , 0.71    
171    0.712768   , 0.714056   , 0.715344   , 0.71    
172    0.719208   , 0.720496   , 0.721784   , 0.72    
173    0.725648   , 0.726936   , 0.728224   , 0.72    
174    0.732088   , 0.733376   , 0.734664   , 0.73    
175    0.738528   , 0.739816   , 0.741104   , 0.74    
176    0.744968   , 0.746256   , 0.747544   , 0.74    
177    0.751408   , 0.752696   , 0.753984   , 0.75    
178    0.757848   , 0.759136   , 0.760424   , 0.76    
179    0.764288   , 0.765576   , 0.766864   , 0.76    
180    0.770728   , 0.772016   , 0.773304   , 0.77    
181    0.777168   , 0.778456   , 0.779744   , 0.78    
182    0.783608   , 0.784896   , 0.786184   , 0.78    
183    0.790048   , 0.791336   , 0.792624   , 0.79    
184    0.796488   , 0.797776   , 0.799064   , 0.80    
185    0.802928   , 0.804216   , 0.805504   , 0.80    
186    0.809368   , 0.810656   , 0.811944   , 0.81    
187    0.815808   , 0.817096   , 0.818384   , 0.81    
188    0.822248   , 0.823536   , 0.824824   , 0.82    
189    0.828688   , 0.829976   , 0.831264   , 0.83    
190    0.835128   , 0.836416   , 0.837704   , 0.83    
191    0.841568   , 0.842856   , 0.844144   , 0.84    
192    0.848008   , 0.849296   , 0.850584   , 0.85    
193    0.854448   , 0.855736   , 0.857024   , 0.85    
194    0.860888   , 0.862176   , 0.863464   , 0.86    
195    0.867328   , 0.868616   , 0.869904   , 0.87    
196    0.873768   , 0.875056   , 0.876344   , 0.87    
197    0.880208   , 0.881496   , 0.882784   , 0.88    
198    0.886648   , 0.887936   , 0.889224   , 0.89    
199    0.893088   , 0.894376   , 0.895664   , 0.89    
200    0.899528   , 0.900816   , 0.902104   , 0.90    
201    0.905968   , 0.907256   , 0.908544   , 0.90    
202    0.912408   , 0.913696   , 0.914984   , 0.91    
203    0.918848   , 0.920136   , 0.921424   , 0.92    
204    0.924584   , 0.925168   , 0.925752   , 0.92    
205    0.927504   , 0.928088   , 0.928672   , 0.92    
206    0.930424   , 0.931008   , 0.931592   , 0.93    
207    0.933344   , 0.933928   , 0.934512   , 0.93    
208    0.936264   , 0.936848   , 0.937432   , 0.93    
209    0.939184   , 0.939768   , 0.940352   , 0.94    
210    0.942104   , 0.942688   , 0.943272   , 0.94    
211    0.945024   , 0.945608   , 0.946192   , 0.94    
212    0.947944   , 0.948528   , 0.949112   , 0.94    
213    0.950864   , 0.951448   , 0.952032   , 0.95    
214    0.953784   , 0.954368   , 0.954952   , 0.95    
215    0.956704   , 0.957288   , 0.957872   , 0.95    
216    0.959624   , 0.960208   , 0.960792   , 0.96    
217    0.962544   , 0.963128   , 0.963712   , 0.96    
218    0.965464   , 0.966048   , 0.966632   , 0.96    
219    0.968384   , 0.968968   , 0.969552   , 0.97    
220    0.971304   , 0.971888   , 0.972472   , 0.97    
221    0.974224   , 0.974808   , 0.975392   , 0.97    
222    0.977144   , 0.977728   , 0.978312   , 0.97    
223    0.980064   , 0.980648   , 0.981232   , 0.98    
224    0.982984   , 0.983568   , 0.984152   , 0.98    
225    0.985904   , 0.986488   , 0.987072   , 0.98    
226    0.988824   , 0.989408   , 0.989992   , 0.99    
227    0.991744   , 0.992328   , 0.992912   , 0.99    
228    0.994664   , 0.995248   , 0.995832   , 0.99    
229    0.997584   , 0.998168   , 0.998752   , 0.99    
230    1.0005     , 1.00109    , 1.00167    , 1.00    
231    1.00342    , 1.00401    , 1.00459    , 1.00    
232    1.00634    , 1.00693    , 1.00751    , 1.00    
233    1.00926    , 1.00985    , 1.01043    , 1.01    
234    1.01218    , 1.01277    , 1.01335    , 1.01    
235    1.0151     , 1.01569    , 1.01627    , 1.01    
236    1.01802    , 1.01861    , 1.01919    , 1.01    
237    1.02094    , 1.02153    , 1.02211    , 1.02    
238    1.02386    , 1.02445    , 1.02503    , 1.02    
239    1.02678    , 1.02737    , 1.02795    , 1.02    
240    1.0297     , 1.03029    , 1.03087    , 1.03    
241    1.03262    , 1.03321    , 1.03379    , 1.03    
242    1.03554    , 1.03613    , 1.03671    , 1.03    
243    1.03846    , 1.03905    , 1.03963    , 1.04    
244    1.04138    , 1.04197    , 1.04255    , 1.04    
245    1.0443     , 1.04489    , 1.04547    , 1.04    
246    1.04722    , 1.04781    , 1.04839    , 1.04    
247    1.05014    , 1.05073    , 1.05131    , 1.05    
248    1.05306    , 1.05365    , 1.05423    , 1.05    
249    1.05598    , 1.05657    , 1.05715    , 1.05    
250    1.0589     , 1.05949    , 1.06007    , 1.06    
251    1.06182    , 1.06241    , 1.06299    , 1.06    
252    1.06474    , 1.06533    , 1.06591    , 1.06    
253    1.06766    , 1.06825    , 1.06883    , 1.06    
254    1.07038    , 1.07075    , 1.07113    , 1.07    
255    1.07225    , 1.07263    , 1.073      , 1.07    
256    1.07413    , 1.0745     , 1.07487    , 1.07    
257    1.076      , 1.07638    , 1.07675    , 1.07    
258    1.07788    , 1.07825    , 1.07863    , 1.07    
259    1.07975    , 1.08013    , 1.0805     , 1.08    
260    1.08162    , 1.082      , 1.08238    , 1.08    
261    1.0835     , 1.08388    , 1.08425    , 1.08    
262    1.08537    , 1.08575    , 1.08613    , 1.08    
263    1.08725    , 1.08763    , 1.088      , 1.08    
264    1.08913    , 1.0895     , 1.08987    , 1.09    
265    1.091      , 1.09137    , 1.09175    , 1.09    
266    1.09288    , 1.09325    , 1.09363    , 1.09    
267    1.09475    , 1.09513    , 1.0955     , 1.09    
268    1.09663    , 1.097      , 1.09737    , 1.09    
269    1.0985     , 1.09887    , 1.09925    , 1.09    
270    1.10038    , 1.10075    , 1.10113    , 1.10    
271    1.10225    , 1.10263    , 1.103      , 1.10    
272    1.10413    , 1.1045     , 1.10488    , 1.10    
273    1.106      , 1.10638    , 1.10675    , 1.10    
274    1.10788    , 1.10825    , 1.10863    , 1.10    
275    1.10975    , 1.11012    , 1.1105     , 1.11    
276    1.11162    , 1.112      , 1.11238    , 1.11    
277    1.1135     , 1.11388    , 1.11425    , 1.11    
278    1.11538    , 1.11575    , 1.11612    , 1.11    
279    1.11725    , 1.11762    , 1.118      , 1.11    
280    1.11913    , 1.1195     , 1.11988    , 1.12    
281    1.121      , 1.12137    , 1.12175    , 1.12    
282    1.12287    , 1.12325    , 1.12363    , 1.12    
283    1.12475    , 1.12512    , 1.1255     , 1.12    
284    1.12662    , 1.127      , 1.12738    , 1.12    
285    1.1285     , 1.12888    , 1.12925    , 1.12    
286    1.13038    , 1.13075    , 1.13112    , 1.13    
287    1.13225    , 1.13262    , 1.133      , 1.13    
288    1.13412    , 1.1345     , 1.13487    , 1.13    
289    1.136      , 1.13637    , 1.13675    , 1.13    
290    1.13787    , 1.13825    , 1.13862    , 1.13    
291    1.13975    , 1.14012    , 1.1405     , 1.14    
292    1.14162    , 1.142      , 1.14237    , 1.14    
293    1.1435     , 1.14388    , 1.14425    , 1.14    
294    1.14542    , 1.14584    , 1.14625    , 1.14    
295    1.14751    , 1.14793    , 1.14835    , 1.14    
296    1.1496     , 1.15002    , 1.15044    , 1.15    
297    1.15169    , 1.15211    , 1.15253    , 1.15    
298    1.15378    , 1.1542     , 1.15462    , 1.15    
299    1.15587    , 1.15629    , 1.15671    , 1.15    
300    1.15797    , 1.15838    , 1.1588     , 1.15    
301    1.16006    , 1.16047    , 1.16089    , 1.16    
302    1.16215    , 1.16257    , 1.16298    , 1.16    
303    1.16424    , 1.16466    , 1.16508    , 1.16    
304    1.16633    , 1.16675    , 1.16717    , 1.16    
305    1.16842    , 1.16884    , 1.16926    , 1.16    
306    1.17051    , 1.17093    , 1.17135    , 1.17    
307    1.1726     , 1.17302    , 1.17344    , 1.17    
308    1.17469    , 1.17511    , 1.17553    , 1.17    
309    1.17679    , 1.1772     , 1.17762    , 1.17    
310    1.17888    , 1.1793     , 1.17971    , 1.18    
311    1.18097    , 1.18139    , 1.1818     , 1.18    
312    1.18306    , 1.18348    , 1.1839     , 1.18    
313    1.18515    , 1.18557    , 1.18599    , 1.18    
314    1.18724    , 1.18766    , 1.18808    , 1.18    
315    1.18933    , 1.18975    , 1.19017    , 1.19    
316    1.19142    , 1.19184    , 1.19226    , 1.19    
317    1.19352    , 1.19393    , 1.19435    , 1.19    
318    1.19561    , 1.19602    , 1.19644    , 1.19    
319    1.1977     , 1.19812    , 1.19853    , 1.19    
320    1.19979    , 1.20021    , 1.20063    , 1.20    
321    1.20188    , 1.2023     , 1.20272    , 1.20    
322    1.20397    , 1.20439    , 1.20481    , 1.20    
323    1.20606    , 1.20648    , 1.2069     , 1.20    
324    1.20815    , 1.20857    , 1.20899    , 1.20    
325    1.21024    , 1.21066    , 1.21108    , 1.21    
326    1.21234    , 1.21275    , 1.21317    , 1.21    
327    1.21443    , 1.21485    , 1.21526    , 1.21    
328    1.21652    , 1.21694    , 1.21735    , 1.21    
329    1.21861    , 1.21903    , 1.21945    , 1.21    
330    1.2207     , 1.22112    , 1.22154    , 1.22    
331    1.22279    , 1.22321    , 1.22363    , 1.22    
332    1.22488    , 1.2253     , 1.22572    , 1.22    
333    1.22697    , 1.22739    , 1.22781    , 1.22    
334    1.22907    , 1.22948    , 1.2299     , 1.23    
335    1.23116    , 1.23157    , 1.23199    , 1.23    
336    1.23325    , 1.23367    , 1.23408    , 1.23    
337    1.23534    , 1.23576    , 1.23618    , 1.23    
338    1.23743    , 1.23785    , 1.23827    , 1.23    
339    1.23952    , 1.23994    , 1.24036    , 1.24    
340    1.24161    , 1.24203    , 1.24245    , 1.24    
341    1.2437     , 1.24412    , 1.24454    , 1.24    
342    1.24579    , 1.24621    , 1.24663    , 1.24    
343    1.24789    , 1.2483     , 1.24872    , 1.24    
344    1.24998    , 1.2504     , 1.25081    , 1.25    
345    1.25207    , 1.25249    , 1.2529     , 1.25    
346    1.25416    , 1.25458    , 1.255      , 1.25    
347    1.25625    , 1.25667    , 1.25709    , 1.25    
348    1.25834    , 1.25876    , 1.25918    , 1.25    
349    1.26043    , 1.26085    , 1.26127    , 1.26    
350    1.26252    , 1.26294    , 1.26336    , 1.26    
351    1.26462    , 1.26503    , 1.26545    , 1.26    
352    1.26671    , 1.26712    , 1.26754    , 1.26    
353    1.2688     , 1.26922    , 1.26963    , 1.27    
354    1.27089    , 1.27131    , 1.27173    , 1.27    
355    1.27298    , 1.2734     , 1.27382    , 1.27    
356    1.27507    , 1.27549    , 1.27591    , 1.27    
357    1.27716    , 1.27758    , 1.278      , 1.27    
358    1.27925    , 1.27967    , 1.28009    , 1.28    
359    1.28134    , 1.28176    , 1.28218    , 1.28    
360    1.28344    , 1.28385    , 1.28427    , 1.28    
361    1.28553    , 1.28595    , 1.28636    , 1.28    
362    1.28762    , 1.28804    , 1.28845    , 1.28    
363    1.28971    , 1.29013    , 1.29055    , 1.29    
364    1.2918     , 1.29222    , 1.29264    , 1.29    
365    1.29389    , 1.29431    , 1.29473    , 1.29    
366    1.29598    , 1.2964     , 1.29682    , 1.29    
367    1.29807    , 1.29849    , 1.29891    , 1.29    
368    1.30017    , 1.30058    , 1.301      , 1.30    
369    1.30226    , 1.30267    , 1.30309    , 1.30    
370    1.30435    , 1.30477    , 1.30518    , 1.30    
371    1.30644    , 1.30686    , 1.30728    , 1.30    
372    1.30853    , 1.30895    , 1.30937    , 1.30    
373    1.31062    , 1.31104    , 1.31146    , 1.31    
374    1.31271    , 1.31313    , 1.31355    , 1.31    
375    1.3148     , 1.31522    , 1.31564    , 1.31    
376    1.31689    , 1.31731    , 1.31773    , 1.31    
377    1.31899    , 1.3194     , 1.31982    , 1.32    
378    1.32108    , 1.3215     , 1.32191    , 1.32    
379    1.32317    , 1.32359    , 1.324      , 1.32    
380    1.32526    , 1.32568    , 1.3261     , 1.32    
381    1.32735    , 1.32777    , 1.32819    , 1.32    
382    1.32944    , 1.32986    , 1.33028    , 1.33    
383    1.33153    , 1.33195    , 1.33237    , 1.33    
384    1.33362    , 1.33404    , 1.33446    , 1.33    
385    1.33572    , 1.33613    , 1.33655    , 1.33    
386    1.33781    , 1.33822    , 1.33864    , 1.33    
387    1.3399     , 1.34032    , 1.34073    , 1.34    
388    1.34199    , 1.34241    , 1.34283    , 1.34    
389    1.34408    , 1.3445     , 1.34492    , 1.34    
390    1.34617    , 1.34659    , 1.34701    , 1.34    
391    1.34826    , 1.34868    , 1.3491     , 1.34    
392    1.35035    , 1.35077    , 1.35119    , 1.35    
393    1.35244    , 1.35286    , 1.35328    , 1.35    
394    1.35454    , 1.35495    , 1.35537    , 1.35    
395    1.35663    , 1.35705    , 1.35746    , 1.35    
396    1.35872    , 1.35914    , 1.35955    , 1.35    
397    1.36081    , 1.36123    , 1.36165    , 1.36    
398    1.3629     , 1.36332    , 1.36374    , 1.36    
399    1.36499    , 1.36541    , 1.36583    , 1.36    
400    1.36708    , 1.3675     , 1.36792    , 1.36    
401    1.36917    , 1.36959    , 1.37001    , 1.37    
402    1.37127    , 1.37168    , 1.3721     , 1.37    
403    1.37336    , 1.37377    , 1.37419    , 1.37    
404    1.37545    , 1.37587    , 1.37628    , 1.37    
405    1.37754    , 1.37796    , 1.37838    , 1.37    
406    1.37963    , 1.38005    , 1.38047    , 1.38    
407    1.38172    , 1.38214    , 1.38256    , 1.38    
408    1.38381    , 1.38423    , 1.38465    , 1.38    
409    1.3859     , 1.38632    , 1.38674    , 1.38    
410    1.38799    , 1.38841    , 1.38883    , 1.38    
411    1.39009    , 1.3905     , 1.39092    , 1.39    
412    1.39218    , 1.3926     , 1.39301    , 1.39    
413    1.39427    , 1.39469    , 1.3951     , 1.39    
414    1.39636    , 1.39678    , 1.3972     , 1.39    
415    1.39845    , 1.39887    , 1.39929    , 1.39    
416    1.40054    , 1.40096    , 1.40138    , 1.40    
417    1.40263    , 1.40305    , 1.40347    , 1.40    
418    1.40472    , 1.40514    , 1.40556    , 1.40    
419    1.40682    , 1.40723    , 1.40765    , 1.40    
420    1.40891    , 1.40932    , 1.40974    , 1.41    
421    1.411      , 1.41142    , 1.41183    , 1.41    
422    1.41309    , 1.41351    , 1.41393    , 1.41    
423    1.41518    , 1.4156     , 1.41602    , 1.41    
424    1.41727    , 1.41769    , 1.41811    , 1.41    
425    1.41936    , 1.41978    , 1.4202     , 1.42    
426    1.42145    , 1.42187    , 1.42229    , 1.42    
427    1.42354    , 1.42396    , 1.42438    , 1.42    
428    1.42564    , 1.42605    , 1.42647    , 1.42    
429    1.42773    , 1.42815    , 1.42856    , 1.42    
430    1.42982    , 1.43024    , 1.43065    , 1.43    
431    1.43191    , 1.43233    , 1.43275    , 1.43    
432    1.434      , 1.43442    , 1.43484    , 1.43    
433    1.43609    , 1.43651    , 1.43693    , 1.43    
434    1.43818    , 1.4386     , 1.43902    , 1.43    
435    1.44027    , 1.44069    , 1.44111    , 1.44    
436    1.44237    , 1.44278    , 1.4432     , 1.44    
437    1.44446    , 1.44487    , 1.44529    , 1.44    
438    1.44655    , 1.44697    , 1.44738    , 1.44    
439    1.44864    , 1.44906    , 1.44948    , 1.44    
440    1.45073    , 1.45115    , 1.45157    , 1.45    
441    1.45282    , 1.45324    , 1.45366    , 1.45    
442    1.45491    , 1.45533    , 1.45575    , 1.45    
443    1.457      , 1.45742    , 1.45784    , 1.45    
444    1.45909    , 1.45951    , 1.45993    , 1.46    
445    1.46119    , 1.4616     , 1.46202    , 1.46    
446    1.46328    , 1.4637     , 1.46411    , 1.46    
447    1.46537    , 1.46579    , 1.4662     , 1.46    
448    1.46746    , 1.46788    , 1.4683     , 1.46    
449    1.46955    , 1.46997    , 1.47039    , 1.47    
450    1.47164    , 1.47206    , 1.47248    , 1.47    
451    1.47373    , 1.47415    , 1.47457    , 1.47    
452    1.47582    , 1.47624    , 1.47666    , 1.47    
453    1.47792    , 1.47833    , 1.47875    , 1.47    
454    1.48001    , 1.48042    , 1.48084    , 1.48    
455    1.4821     , 1.48252    , 1.48293    , 1.48    
456    1.48419    , 1.48461    , 1.48503    , 1.48    
457    1.48628    , 1.4867     , 1.48712    , 1.48    
458    1.48837    , 1.48879    , 1.48921    , 1.48    
459    1.49046    , 1.49088    , 1.4913     , 1.49    
460    1.49255    , 1.49297    , 1.49339    , 1.49    
461    1.49464    , 1.49506    , 1.49548    , 1.49    
462    1.49674    , 1.49715    , 1.49757    , 1.49    
463    1.49883    , 1.49925    , 1.49966    , 1.50    
464    1.50092    , 1.50134    , 1.50175    , 1.50    
465    1.50301    , 1.50343    , 1.50385    , 1.50    
466    1.5051     , 1.50552    , 1.50594    , 1.50    
467    1.50719    , 1.50761    , 1.50803    , 1.50    
468    1.50928    , 1.5097     , 1.51012    , 1.51    
469    1.51137    , 1.51179    , 1.51221    , 1.51    
470    1.51347    , 1.51388    , 1.5143     , 1.51    
471    1.51556    , 1.51597    , 1.51639    , 1.51    
472    1.51765    , 1.51807    , 1.51848    , 1.51    
473    1.51974    , 1.52016    , 1.52058    , 1.52    
474    1.52183    , 1.52225    , 1.52267    , 1.52    
475    1.52392    , 1.52434    , 1.52476    , 1.52    
476    1.52601    , 1.52643    , 1.52685    , 1.52    
477    1.5281     , 1.52852    , 1.52894    , 1.52    
478    1.53019    , 1.53061    , 1.53103    , 1.53    
479    1.53229    , 1.5327     , 1.53312    , 1.53    
480    1.53438    , 1.5348     , 1.53521    , 1.53    
481    1.53647    , 1.53689    , 1.5373     , 1.53    
482    1.53856    , 1.53898    , 1.5394     , 1.53    
483    1.54065    , 1.54107    , 1.54149    , 1.54    
484    1.54274    , 1.54316    , 1.54358    , 1.54    
485    1.54483    , 1.54525    , 1.54567    , 1.54    
486    1.54692    , 1.54734    , 1.54776    , 1.54    
487    1.54902    , 1.54943    , 1.54985    , 1.55    
488    1.55111    , 1.55152    , 1.55194    , 1.55    
489    1.5532     , 1.55362    , 1.55403    , 1.55    
490    1.55529    , 1.55571    , 1.55613    , 1.55    
491    1.55738    , 1.5578     , 1.55822    , 1.55    
492    1.55947    , 1.55989    , 1.56031    , 1.56    
493    1.56156    , 1.56198    , 1.5624     , 1.56    
494    1.56365    , 1.56407    , 1.56449    , 1.56    
495    1.56574    , 1.56616    , 1.56658    , 1.56    
496    1.56784    , 1.56825    , 1.56867    , 1.56    
497    1.56993    , 1.57035    , 1.57076    , 1.57    
498    1.57202    , 1.57244    , 1.57285    , 1.57    
499    1.57411    , 1.57453    , 1.57495    , 1.57    
500    1.5762     , 1.57662    , 1.57704    , 1.57    
501    1.57829    , 1.57871    , 1.57913    , 1.57    
502    1.58038    , 1.5808     , 1.58122    , 1.58    
503    1.58247    , 1.58289    , 1.58331    , 1.58    
504    1.58457    , 1.58498    , 1.5854     , 1.58    
505    1.58666    , 1.58707    , 1.58749    , 1.58    
506    1.58875    , 1.58917    , 1.58958    , 1.59    
507    1.59084    , 1.59126    , 1.59168    , 1.59    
508    1.59293    , 1.59335    , 1.59377    , 1.59    
509    1.59502    , 1.59544    , 1.59586    , 1.59    
510    1.59711    , 1.59753    , 1.59795    , 1.59    
511    1.5992     , 1.59962    , 1.60004    , 1.60    
512    1.60129    , 1.60171    , 1.60213    , 1.60    
513    1.60339    , 1.6038     , 1.60422    , 1.60    
514    1.60548    , 1.6059     , 1.60631    , 1.60    
515    1.60757    , 1.60799    , 1.6084     , 1.60    
516    1.60966    , 1.61008    , 1.6105     , 1.61    
517    1.61175    , 1.61217    , 1.61259    , 1.61    
518    1.61384    , 1.61426    , 1.61468    , 1.61    
519    1.61593    , 1.61635    , 1.61677    , 1.61    
520    1.61802    , 1.61844    , 1.61886    , 1.61    
521    1.62012    , 1.62053    , 1.62095    , 1.62    
522    1.62221    , 1.62262    , 1.62304    , 1.62    
523    1.6243     , 1.62472    , 1.62513    , 1.62    
524    1.62639    , 1.62681    , 1.62723    , 1.62    
525    1.62848    , 1.6289     , 1.62932    , 1.62    
526    1.63057    , 1.63099    , 1.63141    , 1.63    
527    1.63266    , 1.63308    , 1.6335     , 1.63    
528    1.63475    , 1.63517    , 1.63559    , 1.63    
529    1.63684    , 1.63726    , 1.63768    , 1.63    
530    1.63894    , 1.63935    , 1.63977    , 1.64    
531    1.64103    , 1.64145    , 1.64186    , 1.64    
532    1.64312    , 1.64354    , 1.64395    , 1.64    
533    1.64521    , 1.64563    , 1.64605    , 1.64    
534    1.6473     , 1.64772    , 1.64814    , 1.64    
535    1.64939    , 1.64981    , 1.65023    , 1.65    
536    1.65148    , 1.6519     , 1.65232    , 1.65    
537    1.65357    , 1.65399    , 1.65441    , 1.65    
538    1.65567    , 1.65608    , 1.6565     , 1.65    
539    1.65776    , 1.65817    , 1.65859    , 1.65    
540    1.65985    , 1.66027    , 1.66068    , 1.66    
541    1.66194    , 1.66236    , 1.66278    , 1.66    
542    1.66403    , 1.66445    , 1.66487    , 1.66    
543    1.66612    , 1.66654    , 1.66696    , 1.66    
544    1.66821    , 1.66863    , 1.66905    , 1.66    
545    1.6703     , 1.67072    , 1.67114    , 1.67    
546    1.67239    , 1.67281    , 1.67323    , 1.67    
547    1.67449    , 1.6749     , 1.67532    , 1.67    
548    1.67658    , 1.677      , 1.67741    , 1.67    
549    1.67867    , 1.67909    , 1.6795     , 1.67    
550    1.68076    , 1.68118    , 1.6816     , 1.68    
551    1.68285    , 1.68327    , 1.68369    , 1.68    
552    1.68494    , 1.68536    , 1.68578    , 1.68    
553    1.68703    , 1.68745    , 1.68787    , 1.68    
554    1.68912    , 1.68954    , 1.68996    , 1.69    
555    1.69122    , 1.69163    , 1.69205    , 1.69    
556    1.69331    , 1.69372    , 1.69414    , 1.69    
557    1.6954     , 1.69582    , 1.69623    , 1.69    
558    1.69749    , 1.69791    , 1.69833    , 1.69    
559    1.69958    , 1.7        , 1.70042    , 1.70    
560    1.70167    , 1.70209    , 1.70251    , 1.70    
561    1.70376    , 1.70418    , 1.7046     , 1.70    
562    1.70585    , 1.70627    , 1.70669    , 1.70    
563    1.70794    , 1.70836    , 1.70878    , 1.70    
564    1.71004    , 1.71045    , 1.71087    , 1.71    
565    1.71213    , 1.71255    , 1.71296    , 1.71    
566    1.71422    , 1.71464    , 1.71505    , 1.71    
567    1.71631    , 1.71673    , 1.71715    , 1.71    
568    1.7184     , 1.71882    , 1.71924    , 1.71    
569    1.72049    , 1.72091    , 1.72133    , 1.72    
570    1.72258    , 1.723      , 1.72342    , 1.72    
571    1.72467    , 1.72509    , 1.72551    , 1.72    
572    1.72677    , 1.72718    , 1.7276     , 1.72    
573    1.72886    , 1.72927    , 1.72969    , 1.73    
574    1.73095    , 1.73137    , 1.73178    , 1.73    
575    1.73304    , 1.73346    , 1.73388    , 1.73    
576    1.73513    , 1.73555    , 1.73597    , 1.73    
577    1.73722    , 1.73764    , 1.73806    , 1.73    
578    1.73931    , 1.73973    , 1.74015    , 1.74    
579    1.7414     , 1.74182    , 1.74224    , 1.74    
580    1.74349    , 1.74391    , 1.74433    , 1.74    
581    1.74559    , 1.746      , 1.74642    , 1.74    
582    1.74768    , 1.7481     , 1.74851    , 1.74    
583    1.74977    , 1.75019    , 1.7506     , 1.75    
584    1.75186    , 1.75228    , 1.7527     , 1.75    
585    1.75395    , 1.75437    , 1.75479    , 1.75    
586    1.75604    , 1.75646    , 1.75688    , 1.75    
587    1.75813    , 1.75855    , 1.75897    , 1.75    
588    1.76022    , 1.76064    , 1.76106    , 1.76    
589    1.76232    , 1.76273    , 1.76315    , 1.76    
590    1.76441    , 1.76482    , 1.76524    , 1.76    
591    1.7665     , 1.76692    , 1.76733    , 1.76    
592    1.76859    , 1.76901    , 1.76943    , 1.76    
593    1.77068    , 1.7711     , 1.77152    , 1.77    
594    1.77277    , 1.77319    , 1.77361    , 1.77    
595    1.77486    , 1.77528    , 1.7757     , 1.77    
596    1.77695    , 1.77737    , 1.77779    , 1.77    
597    1.77904    , 1.77946    , 1.77988    , 1.78    
598    1.78114    , 1.78155    , 1.78197    , 1.78    
599    1.78323    , 1.78365    , 1.78406    , 1.78    
600    1.78532    , 1.78574    , 1.78615    , 1.78    
601    1.78741    , 1.78783    , 1.78825    , 1.78    
602    1.7895     , 1.78992    , 1.79034    , 1.79    
603    1.79159    , 1.79201    , 1.79243    , 1.79    
604    1.79368    , 1.7941     , 1.79452    , 1.79    
605    1.79577    , 1.79619    , 1.79661    , 1.79    
606    1.79787    , 1.79828    , 1.7987     , 1.79    
607    1.79996    , 1.80037    , 1.80079    , 1.80    
608    1.80205    , 1.80247    , 1.80288    , 1.80    
609    1.80414    , 1.80456    , 1.80498    , 1.80    
610    1.80623    , 1.80665    , 1.80707    , 1.80    
611    1.80832    , 1.80874    , 1.80916    , 1.80    
612    1.81041    , 1.81083    , 1.81125    , 1.81    
613    1.8125     , 1.81292    , 1.81334    , 1.81    
614    1.81459    , 1.81501    , 1.81543    , 1.81    
615    1.81669    , 1.8171     , 1.81752    , 1.81    
616    1.81878    , 1.8192     , 1.81961    , 1.82    
617    1.82087    , 1.82129    , 1.8217     , 1.82    
618    1.82296    , 1.82338    , 1.8238     , 1.82    
619    1.82505    , 1.82547    , 1.82589    , 1.82    
620    1.82714    , 1.82756    , 1.82798    , 1.82    
621    1.82923    , 1.82965    , 1.83007    , 1.83    
622    1.83132    , 1.83174    , 1.83216    , 1.83    
623    1.83342    , 1.83383    , 1.83425    , 1.83    
624    1.83551    , 1.83592    , 1.83634    , 1.83    
625    1.8376     , 1.83802    , 1.83843    , 1.83    
626    1.83969    , 1.84011    , 1.84053    , 1.84    
627    1.84178    , 1.8422     , 1.84262    , 1.84    
628    1.84387    , 1.84429    , 1.84471    , 1.84    
629    1.84596    , 1.84638    , 1.8468     , 1.84    
630    1.84805    , 1.84847    , 1.84889    , 1.84    
631    1.85014    , 1.85056    , 1.85098    , 1.85    
632    1.85224    , 1.85265    , 1.85307    , 1.85    
633    1.85433    , 1.85475    , 1.85516    , 1.85    
634    1.85652    , 1.85704    , 1.85756    , 1.85    
635    1.85912    , 1.85964    , 1.86016    , 1.86    
636    1.86172    , 1.86224    , 1.86276    , 1.86    
637    1.86433    , 1.86485    , 1.86537    , 1.86    
638    1.86693    , 1.86745    , 1.86797    , 1.86    
639    1.86953    , 1.87005    , 1.87057    , 1.87    
640    1.87213    , 1.87265    , 1.87317    , 1.87    
641    1.87473    , 1.87525    , 1.87577    , 1.87    
642    1.87733    , 1.87785    , 1.87837    , 1.87    
643    1.87994    , 1.88046    , 1.88098};            
644                                                   
645 G4GMocrenFileCTtoDensityMap::G4GMocrenFileCTto    
646   : kDensity(NULL) {                              
647                                                   
648   kCTMinMax[0] = -1024;                           
649   kCTMinMax[1] = 2048;                            
650   kSize = kCTMinMax[1] - kCTMinMax[0] + 1;        
651   kDensity = new G4double[kSize];                 
652   for(int i = 0; i < kSize; i++) {                
653     kDensity[i] = GMocrenFileCTDensMap[i];        
654   }                                               
655 }                                                 
656                                                   
657 G4GMocrenFileCTtoDensityMap::~G4GMocrenFileCTt    
658   if(kDensity != NULL)  delete [] kDensity;       
659 }                                                 
660                                                   
661 G4double G4GMocrenFileCTtoDensityMap::GetDensi    
662   G4double dens = 0.;                             
663   if(_ct < kCTMinMax[0])                          
664     dens = kDensity[0];                           
665   else if(_ct > kCTMinMax[1])                     
666     dens = kDensity[kSize-1];                     
667   else                                            
668     dens = kDensity[_ct - kCTMinMax[0]];          
669                                                   
670   return dens;                                    
671 }                                                 
672