Difference between revisions of "U-Channel"

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The u quantity is does not have a clear cut interpretation like the s and t channels
 
The u quantity is does not have a clear cut interpretation like the s and t channels
  
<center><math>s \equiv \left({\mathbf P_1^*}- {\mathbf P_2^{'*}}\right)^2=\left({\mathbf P_2^*}- {\mathbf P_1^{'*}}\right)^2</math></center>
+
<center><math>u \equiv \left({\mathbf P_1^*}- {\mathbf P_2^{'*}}\right)^2=\left({\mathbf P_2^*}- {\mathbf P_1^{'*}}\right)^2</math></center>
  
 
<center>[[File:400px-CMcopy.png]]</center>
 
<center>[[File:400px-CMcopy.png]]</center>
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<center><math>t \equiv\left({\mathbf P_1^*}- {\mathbf P_2^{'*}}\right)^2</math></center>
+
<center><math>u \equiv\left({\mathbf P_1^*}- {\mathbf P_2^{'*}}\right)^2</math></center>
  
  
<center><math>t \equiv \mathbf P_1^{*2}-2 \mathbf P_1^* \mathbf P_2^{'*}+ \mathbf P_2^{'*2}</math></center>
+
<center><math>u \equiv \mathbf P_1^{*2}-2 \mathbf P_1^* \mathbf P_2^{'*}+ \mathbf P_2^{'*2}</math></center>
  
  
<center><math>t \equiv 2m_1^2-2E_1^*E_2^{'*}+2 \vec p \ _1^* \vec p \ _2^{'*}</math></center>
+
<center><math>u \equiv 2m_1^2-2E_1^*E_2^{'*}+2 \vec p \ _1^* \vec p \ _2^{'*}</math></center>
  
  

Revision as of 22:29, 9 June 2017

[math]\textbf{\underline{Navigation}}[/math]

[math]\vartriangleleft [/math] [math]\triangle [/math] [math]\vartriangleright [/math]


u-Channel

The u quantity is does not have a clear cut interpretation like the s and t channels

[math]u \equiv \left({\mathbf P_1^*}- {\mathbf P_2^{'*}}\right)^2=\left({\mathbf P_2^*}- {\mathbf P_1^{'*}}\right)^2[/math]
400px-CMcopy.png


[math]u \equiv\left({\mathbf P_1^*}- {\mathbf P_2^{'*}}\right)^2[/math]


[math]u \equiv \mathbf P_1^{*2}-2 \mathbf P_1^* \mathbf P_2^{'*}+ \mathbf P_2^{'*2}[/math]


[math]u \equiv 2m_1^2-2E_1^*E_2^{'*}+2 \vec p \ _1^* \vec p \ _2^{'*}[/math]





[math]\textbf{\underline{Navigation}}[/math]

[math]\vartriangleleft [/math] [math]\triangle [/math] [math]\vartriangleright [/math]