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14
L_i_jv \ jZkrbj_gghc ahgghc ko_f_ k
–
[hevrhc \hegh\hc \_dlhj
e_`Zsbc aZ ij_^_eZfbi_j\hc A;Z \_dlhjk – G e_`bl \gm l jbA; Lh]^Z
aZdhgkhojZg_gbywg_j]bbi_j_ibr_lky\\b^_
()
m2
k
m2
2
=+
ω
G-k
beb
θω
cos
m2
kG
E
G
=+
Ba khhlghr_gby hij_^_ebfNb gZc^_f wg_j]bx dhg_qgh]h
khklhygbynhlhwe_dljhgZ
()
θθ
ω
22
G
G
2
f
cos
K
cosE4
E
m2
k
?
=
+
==
,
]^_
()
G
2
G
E4
E
K
+
=
ω
-
g_dhlhjZydhgklZglZ
?keb \kihfgblv qlh
θ
-
m]he f_`^m \_dlhjZfb k b G lh ba
ke_^m_lqlh\k_we_dljhgudhlhju_^\b`mlkyih^h^gbfbl_f`_m]ehfd
\_dlhjm G bf_xl h^bgZdh\mx wg_j]bx Ba lZd`_ ke_^m_l qlh
we_dljhgu k h^bgZdh\hc wg_j]b_c jZkij_^_e_gu ih ih\_joghklb dhgmkZ
\hdjm]\_dlhjZh[jZlghcj_r_ldbGjbk
FZdkbfZevguc m]he dhgmkZ hij_^_ey_lky fZdkbfZevghc gZqZevghc
wg_j]b_c we_dljhgZ
–
wg_j]b_c N_jfb
E
F
Lh]^Z ^ey fZdkbfZevghc
dhg_qghcwg_j]bb?
f
ihemqbf
(1.22)
(1.21)
Jbk
JZkij_^_e_gb_nhlhwe_dljhgh\
hlghkbl_evgh\_dlhjh\h[jZlghc
j_r_ldb
G
14
L_i_jv \ jZkrbj_gghc ahgghc ko_f_ k – [hevrhc \hegh\hc \_dlhj
e_`Zsbc aZ ij_^_eZfb i_j\hc A; Z \_dlhj k – G e_`bl \gmljb A; Lh]^Z
aZdhgkhojZg_gbywg_j]bbi_j_ibr_lky\\b^_
(k - G ) + ω = k 2
2m 2m
beb
kG
ω + EG = cos θ (1.21)
2m
Ba khhlghr_gby hij_^_ebf N b gZc^_f wg_j]bx dhg_qgh]h
khklhygbynhlhwe_dljhgZ
k2 (ω + EG ) K
?f = = = , (1.22)
2m 4 E G cos 2 θ cos 2 θ
(ω + EG )2
]^_ K = -g_dhlhjZydhgklZglZ
4 EG
?keb \kihfgblv qlh θ - m]he f_`^m \_dlhjZfb k b G lh ba
ke_^m_lqlh\k_we_dljhgudhlhju_^\b`mlkyih^h^gbfbl_f`_m]ehfd
\_dlhjm G bf_xl h^bgZdh\mx wg_j]bx Ba lZd`_ ke_^m_l qlh
we_dljhgu k h^bgZdh\hc wg_j]b_c jZkij_^_e_gu ih ih\_joghklb dhgmkZ
\hdjm]\_dlhjZh[jZlghcj_r_ldbG jbk
Jbk JZkij_^_e_gb_nhlhwe_dljhgh\
hlghkbl_evgh\_dlhjh\h[jZlghc
j_r_ldbG
FZdkbfZevguc m]he dhgmkZ hij_^_ey_lky fZdkbfZevghc gZqZevghc
wg_j]b_c we_dljhgZ – wg_j]b_c N_jfb EF Lh]^Z ^ey fZdkbfZevghc
dhg_qghcwg_j]bb?fihemqbf
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