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64
()
11
wA xH x
′′
∆= − −
, (14.6)
()
1
,
2
2
1
2
xx
dw K
Hx
dx
x
′
τ=
µ
=
′
π
, (14.7)
2
2
1
2
4
v
A
K
µ
−
β
=π
— .
1
22
2
2
1
24 2 2
AvK vK v vK
g
−
π
==−=
µµγ
β
, (14.8)
2
2
1
v
γ= −
β
0
K
=
v =β.
.
64 >ey \bglh\hc ^bkehdZpbb nmgdpby kdZqdZ kf_s_gbc ih^\b`dZ ∆w = A − x1′ H ( − x1′ ) , (14.6) Z gZijy`_gb_ h[mkeh\e_ggh_ wlhc ih^\b`dhc τ x1 , x = µ 2 dw dx2 = K 2πx1′ H x′ ,( ) (14.7) v2 µA 1 − β2 ]^_ K = 2π — dhwnnbpb_gl bgl_gkb\ghklb gZijy`_gbc. 4 Lh]^Z jZ[hlZ kh\_jrZ_fZy \ _^bgbpm \j_f_gb gZ dhgqbd_ lj_sbgu \ kemqZ_ \bglh\hc ^bkehdZpbb jZ\gZ 1 − π AvK vK 2 v 2 vK 2 g= = 1 − = , (14.8) 2 4 2µ β2 2µγ v2 ]^_ γ = 1− Ba wlhc nhjfmeu ke_^m_l qlh ihlhd wg_j]bb gZ dhgqbd_ β2 lj_sbgu h[jZsZ_lky \ gmev ijb K = 0 lh _klv lh]^Z dh]^Z kdhjhklv \kiZju\Zgby v = β . Ij_^_evgZy kdhjhklv jZkijhkljZg_gby \bglh\hc ^bkehdZpbb g_ ij_\hkoh^bl kdhjhklv jZkijhkljZg_gby ihi_j_qguo \heg \ kj_^_. < kemqZ_ iehkdhc aZ^Zqb ihlhd wg_j]bb h[jZsZ_lky \ gmev dh]^Z kdhjhklv \kiZju\Zgby klZgh\blky jZ\ghc kdhjhklb jZkijhkljZg_gby \heg J_e_y \ kj_^_ Wlb \u\h^u baf_gyxlky ijb jZkkfhlj_gbb kbe kp_ie_gby DJBL?JBB J:AJMR?GBY Ba\_klgh qlh ih^ ^_ckl\b_f gZijy`_gbc \ur_ djblbq_kdh]h \k_ fZl_jbZeu jZajmrZxlky ihwlhfm _kl_kl\_ggh hibku\Zlv djbl_jbb jZajm r_gby q_j_a ij_^_e ijhqghklb fZl_jbZeh\ H^gZdh \ j_Zevguo mkeh\byo ij_^_eu ijhqghklb h^gh]h b lh]h `_ fZl_jbZeZ kms_kl\_ggh baf_gyxlky Ihwlhfm l_hjbb hkgh\Zggu_ ihgylbb ijhqghklb dZd dhgklZglu g_ fh]ml hibkZlv \k_ jZaghh[jZab_ ih\_^_gby fZl_jbZeZ \ ijhp_kk_ jZajmr_gby < ]h^m =jbnnblk ij_^iheh`be qlh jZajmr_gb_ khijh\h`^Z_l ky h[jZah\Zgb_f lj_sbg k dhlhjufb k\yaZgu ^_n_dlu wg_j]bb Djbl_jbc =jbnnblkZ hkgh\Zg gZ jZ\_gkl\_ wg_j]bb ihlj_[ey_fhc lj_sbghc gZ ijb jZs_gb_ __ ^ebgu b ih^\h^hf f_oZgbq_kdhc wg_j]bb \g_rgbfb bklhqgb dZfb
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