Difference between revisions of "C program for neutron efficiency"

From New IAC Wiki
Jump to navigation Jump to search
 
(One intermediate revision by the same user not shown)
Line 4: Line 4:
  
 
  double crossSectionHydrogenFunction();
 
  double crossSectionHydrogenFunction();
  double numberCarbonFunction(double thickness, const double CUBICCENTIMETERCARBON);
+
  double numberCarbonFunction(double thickness,  
  double numberHydrogenFunction(double thickness, const double CUBICCENTIMETERHYDROGEN);
+
                            const double CUBICCENTIMETERCARBON);
 +
  double numberHydrogenFunction(double thickness,  
 +
                              const double CUBICCENTIMETERHYDROGEN);
 
  double crossSectionCarbonFunction();
 
  double crossSectionCarbonFunction();
  void efficiencyFunction(double numberHydrogen, double numberCarbon, double crossSectionHydrogen,        
+
  void efficiencyFunction(double numberHydrogen, double numberCarbon,  
                        double crossSectionCarbon, double thickness);
+
                        double crossSectionHydrogen, double crossSectionCarbon,  
 +
                        double thickness);
  
 
  <code>/************************************************************************
 
  <code>/************************************************************************
Line 41: Line 44:
 
  }
 
  }
  
  /*********************************************************************
+
  /**********************************************************************
 
   * Equation for cross section of hydrogen according to
 
   * Equation for cross section of hydrogen according to
 
   * equation 15-9 from Radiation Detection and Measurement
 
   * equation 15-9 from Radiation Detection and Measurement
Line 55: Line 58:
 
     cin >> neutronEnergy;
 
     cin >> neutronEnergy;
  
     crossSectionHydrogen = ((4.83 / sqrt(neutronEnergy))
+
     crossSectionHydrogen = ((4.83e-24 / sqrt(neutronEnergy))
 
                               - .578e-24);
 
                               - .578e-24);
  
Line 61: Line 64:
 
   }
 
   }
  
  /*********************************************************************
+
  /**********************************************************************
 
   * Equation for calculating the number of Carbons in
 
   * Equation for calculating the number of Carbons in
 
   * the problem per cubic centimeter, dependent on what
 
   * the problem per cubic centimeter, dependent on what
Line 71: Line 74:
 
     double numberCarbon;
 
     double numberCarbon;
  
     numberCarbon = thickness * CUBICCENTIMETERCARBON;
+
     numberCarbon = CUBICCENTIMETERCARBON;
 
     return numberCarbon;
 
     return numberCarbon;
 
   }  
 
   }  
  
  /********************************************************************
+
  /*********************************************************************
 
   * Equation for calculating the number of Hydrogens in
 
   * Equation for calculating the number of Hydrogens in
 
   * the problem per cubic centimeter, dependent on what
 
   * the problem per cubic centimeter, dependent on what
Line 85: Line 88:
 
     double numberHydrogen;
 
     double numberHydrogen;
  
     numberHydrogen = thickness * CUBICCENTIMETERHYDROGEN;
+
     numberHydrogen = CUBICCENTIMETERHYDROGEN;
 
     return numberHydrogen;
 
     return numberHydrogen;
 
   }
 
   }
  
  /********************************************************************
+
  /*********************************************************************
 
   * Requesting the cross section from the Knoll book, and
 
   * Requesting the cross section from the Knoll book, and
 
   * then calculating it from barns to centimeters.
 
   * then calculating it from barns to centimeters.
Line 102: Line 105:
 
         << "Detection and Measurement by Glenn Knoll, on"
 
         << "Detection and Measurement by Glenn Knoll, on"
 
         << " page 535, " << endl
 
         << " page 535, " << endl
         << "Figure 15-15b (in square centimeters): ";
+
         << "Figure 15-15b (in barns): ";
 
     cin >> crossSectionCarbon;
 
     cin >> crossSectionCarbon;
 +
    crosSectionCarbon = crossSectionCarbon * 1e-24;
  
 
     return crossSectionCarbon;
 
     return crossSectionCarbon;
 
   }
 
   }
  
  /******************************************************************
+
  /*******************************************************************
 
   * Equation for efficiency according to equation 15-8b
 
   * Equation for efficiency according to equation 15-8b
 
   * from Radiation Detection and Measurement
 
   * from Radiation Detection and Measurement
Line 123: Line 127:
  
 
     efficiency = (((nHcH) / (nHcH + nCcC)) * (1-exp(-(nHcH
 
     efficiency = (((nHcH) / (nHcH + nCcC)) * (1-exp(-(nHcH
                                                   + nCcC))
+
                                                   + nCcC)
                                             * thickness) * 100);
+
                                             * thickness)));
 +
    if(efficiency <= 0)
 +
    {
 +
      efficiency = 0;
 +
    }
 
     cout.precision(4);
 
     cout.precision(4);
 
     cout << endl;
 
     cout << endl;
 
     cout << "Therefore, the efficiency of our "
 
     cout << "Therefore, the efficiency of our "
         << "system is: " << efficiency << "%" << endl;
+
         << "system is: " << efficiency *100 << "%" << endl;
 
     cout << endl;
 
     cout << endl;
 
     return;
 
     return;
 
   }
 
   }

Latest revision as of 16:58, 13 May 2008

#include <iostream>
#include <cmath>
using namespace std;
double crossSectionHydrogenFunction();
double numberCarbonFunction(double thickness, 
                            const double CUBICCENTIMETERCARBON);
double numberHydrogenFunction(double thickness, 
                              const double CUBICCENTIMETERHYDROGEN);
double crossSectionCarbonFunction();
void efficiencyFunction(double numberHydrogen, double numberCarbon, 
                        double crossSectionHydrogen, double crossSectionCarbon, 
                        double thickness);
/************************************************************************
* This program is to find the
* efficiency of a neutron detector.
************************************************************************/
double  main()
{
  double neutronEnergy;
  double numberHydrogen;
  double numberCarbon;
  double crossSectionHydrogen;
  double crossSectionCarbon;
  double thickness;
  const double CUBICCENTIMETERCARBON = 5.23e22;
  const double CUBICCENTIMETERHYDROGEN = 4.74e22;
  cout << endl;
  cout << "Enter thickness of detector (in centimeters): ";
  cin >> thickness;
  crossSectionHydrogen = crossSectionHydrogenFunction();
  numberCarbon = numberCarbonFunction(thickness,
                                      CUBICCENTIMETERCARBON);
  numberHydrogen = numberHydrogenFunction(thickness,
                                          CUBICCENTIMETERHYDROGEN);
  crossSectionCarbon = crossSectionCarbonFunction();
  efficiencyFunction(numberHydrogen, numberCarbon,
                     crossSectionHydrogen, crossSectionCarbon,
                     thickness);
}
/**********************************************************************
 * Equation for cross section of hydrogen according to
 * equation 15-9 from Radiation Detection and Measurement
 *                                   by Glenn Knoll
 *********************************************************************/
 double crossSectionHydrogenFunction()
 {
   double neutronEnergy;
   double crossSectionHydrogen;
   cout << endl;
   cout << "Enter neutron energy (in MeV): ";
   cin >> neutronEnergy;
   crossSectionHydrogen = ((4.83e-24 / sqrt(neutronEnergy))
                             - .578e-24);
   return crossSectionHydrogen;
 }
/**********************************************************************
 * Equation for calculating the number of Carbons in
 * the problem per cubic centimeter, dependent on what
 * the user put in for the thickness of the detector.
 *********************************************************************/
 double numberCarbonFunction(double thickness, const
                             double CUBICCENTIMETERCARBON)
 {
   double numberCarbon;
   numberCarbon = CUBICCENTIMETERCARBON;
   return numberCarbon;
 } 
/*********************************************************************
 * Equation for calculating the number of Hydrogens in
 * the problem per cubic centimeter, dependent on what
 *  the user put in for the thickness of the detector.
 ********************************************************************/
 double numberHydrogenFunction(double thickness, const
                               double CUBICCENTIMETERHYDROGEN)
 {
   double numberHydrogen;
   numberHydrogen = CUBICCENTIMETERHYDROGEN;
   return numberHydrogen;
 }
/*********************************************************************
 * Requesting the cross section from the Knoll book, and
 * then calculating it from barns to centimeters.
 ********************************************************************/
 double crossSectionCarbonFunction()
 {
   double crossSectionCarbon;
   cout << endl;
   cout << "Enter the cross section of Carbon by "
        << "looking in Radiation" << endl
        << "Detection and Measurement by Glenn Knoll, on"
        << " page 535, " << endl
        << "Figure 15-15b (in barns): ";
   cin >> crossSectionCarbon;
   crosSectionCarbon = crossSectionCarbon * 1e-24;
   return crossSectionCarbon;
 }
/*******************************************************************
 * Equation for efficiency according to equation 15-8b
 * from Radiation Detection and Measurement
 *                            by Glenn Knoll
 ******************************************************************/
 void efficiencyFunction(double numberHydrogen, double
                         numberCarbon, double crossSectionHydrogen,
                         double crossSectionCarbon, double
                         thickness)
 {
   double efficiency;
   double nHcH = numberHydrogen * crossSectionHydrogen;
   double nCcC = numberCarbon * crossSectionCarbon;
   efficiency = (((nHcH) / (nHcH + nCcC)) * (1-exp(-(nHcH
                                                  + nCcC)
                                            * thickness)));
   if(efficiency <= 0)
   {
     efficiency = 0;
   }
   cout.precision(4);
   cout << endl;
   cout << "Therefore, the efficiency of our "
        << "system is: " << efficiency *100 << "%" << endl;
   cout << endl;
   return;
 }