Difference between revisions of "DV Plotting XSect"

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(Created page with "Creating a file called MollerDiffXSect.c <pre>#include <stdio.h> #include <stdlib.h> #include <math.h> main() { float angle,dSigma_dOmega; double alpha=7.2973525664e-3; double E…")
 
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Creating a file called MollerDiffXSect.c
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Creating a program called MollerDiffXSect.c
  
 
<pre>#include <stdio.h>
 
<pre>#include <stdio.h>
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</pre>
 
</pre>
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The program can be run with the commands:
 +
<pre>
 +
make DiffXSect
 +
./DiffXSect >DiffXSect.dat
 +
</pre>
 +
 +
This creates a data file with the scattering angle theta and the corresponding theoretical Moller differential cross-section for said angle.

Revision as of 20:28, 15 April 2016

Creating a program called MollerDiffXSect.c

#include <stdio.h>
#include <stdlib.h>
#include <math.h>
main()
{
float angle,dSigma_dOmega;
double alpha=7.2973525664e-3;
double E_CM=53e6;

                /* using equation from Landau-Lifshitz & Azfar */
                /* units in MeV */
                for(angle=90;angle<=180; angle=angle+.25)
                        {
                        dSigma_dOmega=(alpha*(3+cos(angle*3.14/180)*cos(angle*3.14/180)));
                        dSigma_dOmega=dSigma_dOmega*dSigma_dOmega;

dSigma_dOmega=dSigma_dOmega/(4*E_CM*E_CM*sin(angle*3.14/180)*sin(angle*3.14/180)*sin(angle*3.14/180)*sin(angle*3.14/180));
                        dSigma_dOmega=dSigma_dOmega*1e18;
                        dSigma_dOmega=dSigma_dOmega*.3892e-3;//barns
                        dSigma_dOmega=dSigma_dOmega/1e-6;//micro barns
                        fprintf(stdout," %f\t%f\n", angle, dSigma_dOmega);
                        }

}

Creating a Makefile with contents:

CC = gcc
DiffXSect: MollerDiffXSect.o
        $(CC) $(CFLAGS) MollerDiffXSect.o  -lm -o DiffXSect
MollerDiffXSect.o: MollerDiffXSect.c
        $(CC)  $(CFLAGS) -c MollerDiffXSect.c


The program can be run with the commands:

make DiffXSect
./DiffXSect >DiffXSect.dat

This creates a data file with the scattering angle theta and the corresponding theoretical Moller differential cross-section for said angle.