Looking at effects of Solenoid on Phi Shifts: Difference between revisions
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<center>[[File:FinalTheta.jpg]]</center> | <center>[[File:FinalTheta.jpg]]</center> | ||
<pre> | |||
Px=evt.FnlMom[0]/1000; | |||
Py=evt.FnlMom[1]/1000; | |||
Pz=evt.FnlMom[2]/1000; | |||
px=evt.MolMom[0]/1000; | |||
py=evt.MolMom[1]/1000; | |||
pz=evt.MolMom[2]/1000; | |||
KE=evt.FnlKE/1000; | |||
ke=evt.MolKE/1000; | |||
</pre> | |||
=[[Solenoid_effect_in_ 2_GeV_and_up_range|Solenoid effect > 2GeV]]= | =[[Solenoid_effect_in_ 2_GeV_and_up_range|Solenoid effect > 2GeV]]= | ||
Revision as of 20:44, 5 April 2016
Using Moller Data to alter energy range
Using the Moller event file MollerScattering_NH3_4e8incident.dat, we can use the fact that GEMC will only create a particle based on the Moller electron. While the data for the scattered electron is passed within a LUND file, kinematically this electron doesn't leave the beam area, and thus never enters the detectors to be recreated.
Px=evt.FnlMom[0]/1000;
Py=evt.FnlMom[1]/1000;
Pz=evt.FnlMom[2]/1000;
px=evt.MolMom[0]/1000;
py=evt.MolMom[1]/1000;
pz=evt.MolMom[2]/1000;
KE=evt.FnlKE/1000;
ke=evt.MolKE/1000;