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26
++=
. (6.1)
λ+ µ
λ
.
[]
=⋅ν⋅ =
. (6.2)
==
Σ
—
=
.
-
26
?keb kbeZ b ie_qh gZijZ\e_gu h^bgZdh\h lh lZdZy dhfihg_glZ l_g
ahjZ gZau\Z_lky \_dlhjguf ^bihe_f Ijb k^\b]_ l_gahj y\ey_lky ^_\bZlh
jhf l_ kmffZ ^bZ]hgZevguo _]h we_f_glh\ \_dlhjguo ^bihe_c jZ\gZ
0 + 0 + 0 = .
(6.1)
Ijb bklhqgbd_ lbiZ \aju\Z p_gljZ jZkrbj_gby beb \ kemqZ_ dh]^Z
bklhqgbd ij_^klZ\ey_l kh[hc lj_sbgm hlju\Z wlZ kmffZ hlebqgZ hl gmey
Lj_sbgZ hlju\Z hibku\Z_lky kmi_jihabpb_c lj_o \_dlhjguo ^bihe_c k
khhlghr_gb_f Zfieblm^ λ + µ .
λ
Bgl_gkb\ghklv iZju kbe hij_^_ey_fZy dZd hlghr_gb_ fhf_glZ kb
eu gZ iehsZ^dm __ ^_ckl\by jZ\gZ
, = [XL ] ⋅ ν M ⋅ FLMST = P ST . (6.2)
WlZ \_ebqbgZ ij_^klZ\ey_l kh[hc kbff_ljbqguc l_gahj gZau\Z_
fuc l_gahjhf iehlghklb k_ckfbq_kdh]h fhf_glZ <_ebqbgZ P ST hij_
^_ey_l Zfieblm^m k^\b]Z hjb_glZpbx iehkdhklb ih^\b`db b agZq_gby mi
jm]bo fh^me_c gZ ih\_joghklb jZaju\Z JZaf_jghklv 1 DZd dhfihg_g
P
G0 G0
lu l_gahjZ iehlghklb P ST = ST = ST ]^_ 0 ST — l_gahj k_ckfbq_
GΣ G9
kdh]h fhf_glZ Ihe_ kha^Z\Z_fh_ dZ`^uf we_f_glhf jZaju\Z wd\b\Ze_gl
gh ^_ckl\bx ^bihey k l_gahjhf fhf_glZ
G0 ST = P STG6GW .
LZd dZd l_gahj iehlghklb k_ckfbq_kdh]h fhf_glZ kbff_ljbq_g hg
fh`_l [ulv ij_^klZ\e_g ebg_cghc dhf[bgZpb_c -b we_f_glZjguo l_gah
jh\ fhf_glh\ hibku\Zxsbo iylv bklhqgbdh\ lbiZ ^\hcghc iZju kbe b
h^gbf p_gljhf jZkrbj_gby jbk
F F F F F F
Jbk JZaeh`_gb_ gZ we_f_glZjgu_ l_gahju fhf_glZ
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