Difference between revisions of "Neutron Polarimeter"

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writing four-vectors:
 
writing four-vectors:
  
  <math> p_{\gamma} = \left( T_{\gamma},\T_{\gamma},\0,\0  \right) </math>  
+
  <math> p_{\gamma} = \left( T_{\gamma},\ T_{\gamma},\ 0,\ 0  \right) </math>  
  
 
  <math> p^{\mu}_{\gamma} + p^{\mu}_{D} = p^{\mu}_{p} + p^{\mu}_{n} </math>
 
  <math> p^{\mu}_{\gamma} + p^{\mu}_{D} = p^{\mu}_{p} + p^{\mu}_{n} </math>

Revision as of 21:01, 5 June 2010

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Relativistic kinematic

Collision.png

We want to derive the how the energy of detected neutron depends on energy of incoming photons

[math] E = T + m[/math]
[math] E = p^2 + m^2[/math]

writing four-vectors:

[math] p_{\gamma} = \left( T_{\gamma},\ T_{\gamma},\ 0,\ 0  \right) [/math] 
[math] p^{\mu}_{\gamma} + p^{\mu}_{D} = p^{\mu}_{p} + p^{\mu}_{n} [/math]
[math] p^{\mu}_{\gamma} + p^{\mu}_{D} = p^{\mu}_{p} + p^{\mu}_{n} [/math]



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