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@ -113,7 +113,7 @@ double bethek_dedx_e(Projectile &p, const Target &t, const Config &c, double I){
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double result = (f2)*barkas + LS - delta/2.;
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result *=f1;
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if( (p.T>50000.0) && (!c.dedx&corrections::no_highenergy)){
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if( (p.T>50000.0) && !(c.dedx&corrections::no_highenergy)){
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result += pair_production(p,t);
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result += bremsstrahlung(p,t);
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}
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@ -413,8 +413,8 @@ double bethek_lindhard_X(const Projectile &p){
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else{ // ultrarelativistic limit
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}
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return 2*bethek_lindhard(p) - sum - beta2;
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//return sum;
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double res = 2*bethek_lindhard(p) - sum - beta2;
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return (res>=0)?res:0.0;
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}
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double pair_production(const Projectile &p, const Target &t){
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@ -297,6 +297,7 @@ class corrections(IntEnum):
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no_barkas = 1
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no_lindhard = 2
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no_shell_correction = 4
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no_highenergy = 8
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cdef class Config:
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cdef catimac.Config cbase
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@ -8,7 +8,7 @@ constexpr double Ezero = 1E-3; // lowest E to calculate, below taken as 0
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constexpr double logEmin = -3; // log of minimum energy
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constexpr double logEmax = 7.0; // log of max energy
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constexpr int max_datapoints = 500; // how many datapoints between logEmin and logEmax
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constexpr int max_storage_data = 100; // number of datapoints which can be stored in cache
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constexpr int max_storage_data = 60; // number of datapoints which can be stored in cache
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constexpr double numeric_epsilon = std::numeric_limits<double>::epsilon();
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/// required integration precision (relative units)
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10
storage.h
10
storage.h
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@ -53,8 +53,10 @@ namespace catima{
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int index(double v)const noexcept{
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double lxval = (log(v/values[0])/M_LN10);
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if(v<values[0] || step==0.0)return -1;
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if(v>=values[N-1])return N-1;
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return static_cast<int> (std::floor(lxval/step));
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if(v>=values[N-1]-numeric_epsilon)return N-1;
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int i = static_cast<int> (std::floor(lxval/step));
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if(v >= values[i+1]-numeric_epsilon)i++; // this is correction for floating point precision
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return i;
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};
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std::size_t num;
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};
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@ -65,7 +67,9 @@ namespace catima{
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int EnergyTable_index(const EnergyTable<N> &table, double val){
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if(val<table.values[0] || val>table.values[table.num-1])return -1;
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double lxval = (log(val/table.values[0])/M_LN10);
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return static_cast<int>( std::floor(lxval/table.step));
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int i = static_cast<int>( std::floor(lxval/table.step));
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if(val >= table.values[i+1]-numeric_epsilon)i++; // this is correction for floating point precision
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return i;
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}
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template<int N>
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@ -131,11 +131,13 @@ const lest::test specification[] =
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EXPECT(EnergyTable_index(catima::energy_table, 0.0)==-1);
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for(int i:{5,10,100,498}){
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for(int i=0;i<catima::max_datapoints-1;i++){
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val = catima::energy_table.values[i];
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dif = catima::energy_table.values[i+1] - val;
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EXPECT(EnergyTable_index(catima::energy_table, val)==i);
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EXPECT(EnergyTable_index(catima::energy_table, val+0.5*dif)==i);
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EXPECT(catima::energy_table.index(val)==i);
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EXPECT(catima::energy_table.index(val+0.5*dif)==i);
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}
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}
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};
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