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Function object for longitudinal profile of EM-shower. More...
#include <JGeanz.hh>
Public Member Functions | |
| JGeanz (const double __a0, const double __a1, const double __b) | |
| Constructor.   | |
| double | getProbability (const double E, const double z) const | 
| Probability Density Function.   | |
| double | operator() (const double E, const double z) const | 
| Probability Density Function.   | |
| double | getIntegral (const double E, const double z) const | 
| Integral of PDF (starting from 0).   | |
| double | getDerivative (const double E, const double z) const | 
| Derivative of PDF.   | |
| double | getLength (const double E, const double P, const double eps=1.0e-5) const | 
| Get shower length for a given integrated probability.   | |
| double | getMaximum (const double E) const | 
| Get depth of shower maximum.   | |
Static Public Member Functions | |
| static double | getMinimalShowerSize () | 
| Get minimal shower size.   | |
Protected Attributes | |
| double | a0 | 
| double | a1 | 
| double | b | 
| double | Emin | 
Friends | |
| std::istream & | operator>> (std::istream &in, JGeanz &object) | 
| Read longitudinal profile from input.   | |
| std::ostream & | operator<< (std::ostream &out, const JGeanz &object) | 
| Write longitidunal profile to output.   | |
Function object for longitudinal profile of EM-shower.
    \f[P(z)  \propto  z^{a-1} \times e^{-z/b}\f]
where:
![\[a = a_{0} + a_{1} \times \ln(E)\]](form_53.png)
The parametrisation is taken from reference: C. Kopper, "Performance Studies for the KM3NeT Neutrino Telescope.", PhD thesis, University of Erlangen.
      
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Probability Density Function.
| E | EM-shower energy [GeV] | 
| z | z position of light emission point relative to vertex location (z >= 0) [m] | 
Definition at line 59 of file JGeanz.hh.
      
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Probability Density Function.
| E | EM-shower energy [GeV] | 
| z | z position of light emission point relative to vertex location (z >= 0) [m] | 
Definition at line 84 of file JGeanz.hh.
      
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Integral of PDF (starting from 0).
| E | EM-shower energy [GeV] | 
| z | z position [m] (>= 0) | 
Definition at line 98 of file JGeanz.hh.
      
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Get shower length for a given integrated probability.
| E | EM-shower energy [GeV] | 
| P | integrated probability [0,1] | 
| eps | relative precision | 
Definition at line 146 of file JGeanz.hh.
      
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