Лекции по основам кинематики элементарных процессов. Строковский Е.А. - 62 стр.

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β
= p
/E
p
=(p
=
0,p
z
= p
) p
=(p
=0,p
z
= p
)
p
1
=(0
cm
E
(β
cm
β
)) , p
2
=(0
cm
E
(β
cm
+ β
)) .
p
1
p
2
p
min
p
max
β
cm
p
min
8      C   0    /    0
  ?   C/ 7 1 FAAEG 8 
 C 1 1   71      C  /   
      1    71    0    
 C  2/ 1/ 
     8   9   0  5     
0    β ∗ = p∗ /E ∗  H   C/ 1 
1        ? 2  p∗ = (p∗⊥ =
0, p∗z = −p∗ )  2  p∗ = (p∗⊥ = 0, p∗z = p∗ ) . 1  
  5   1 ?
    p1 = (0, γcm E ∗ (βcm − β ∗ )) , p2 = (0, γcm E ∗ (βcm + β ∗ )) . FAA,G




          H A- $  7 1 1  
   8  0   p1  p2     pmin   
pmax 1            0 1    A 
C/   F A-G?
  " βcm < β ∗ ?     1  1  pmin
       1  1 C 1 5 1    F  
         ” ”0 1 2  ",!◦GO
                                    E