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49
lhjuoijb\_^_ggZydjZ^bmkmdjb\hrbiZ
,
khklZ\ey_l
4,3,2,1
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Fhf_glp_gljh[_`guokbeijhlb\h\_kh\
)(&&&
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llrmlrmlrmM +=+= .
G_mjZ\gh\_r_ggZyqZklvp_gljh[_`gh]hfhf_glZdhe_gqZlh]h\ZeZ
ij
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M
−=∆ mjZ\gh\_rb\Z_lky k ihfhsvx ijbeb\h\ \uiheg_gguo
gZrdb\_bfZoh\bd_
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]
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i_j\h]h ihjy^dZ mjZ\gh\_
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1
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== .
IhegucklZlbq_kdbcfhf_glijbeb\h\gZrdb\_bfZoh\bd_^eymjZ\
gh\_rb\Zgby qZklb fhf_glZ p_gljh[_`guo kbe b iheh\bgu fhf_glZ kbe
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lhjuoijb\_^_ggZydjZ^bmkmdjb\hrbiZ,khklZ\ey_l mij1,2,3,4 d],b kihfhsvxijbeb\h\\uiheg_gguogZrdb\_bfZoh\bd_ Fhf_glp_gljh[_`guokbeijhlb\h\_kh\ M ij = mijr& 2l3 + mij r& 2l2 = mij r& 2 (l3 + l2 ) . G_mjZ\gh\_r_ggZyqZklvp_gljh[_`gh]hfhf_glZdhe_gqZlh]h\ZeZ ∆M r = M r − M ij mjZ\gh\_rb\Z_lky k ihfhsvx ijbeb\h\ \uiheg_gguo gZrdb\_bfZoh\bd_ KlZlbq_kdbcfhf_glijbeb\h\gZrdb\_bfZoh\bd_ Dr = [ ∆M r (mrr + mrd )ra + ms1rl3 + ms rl2 − mij r (l3 + l2 ) ] = . l1& 2 l1 Fhf_gl hl kbe bg_jpbb i_j\h]h ihjy^dZ mjZ\gh\_ rb\Z_lky kbkl_fhc ^\mo \Z eh\ \jZsZxsboky \ jZagu_ klhjhgu ijbq_f \ dZq_kl\_ i_j\h]h \ZeZ bkihevam_lky dhe_gqZluc \Ze k fZkkZfb jZkiheh`_ggufb gZ rdb\_ b fZoh\bd_Z\dZq_kl\_\lhjh ]h \ZeZ ij_^mkfhlj_g ^hihe gbl_evguc \Zebd k ]jmaZfb jZkiheh`_ggufb gZ _]h dhg pZoFhf_glhl]jmah\dZ`^h ]h \ZeZ ^he`_g khklZ\eylv Jbk iheh\bgm fhf_glZ kbe bg_j pbbi_j\h]hihjy^dZ KlZlbq_kdbcfhf_gl]jmah\^eymjZ\gh\_rb\Zgbyiheh\bgufhf_glZ hlkbebg_jpbbi_j\h]hihjy^dZgZrdb\_bfZoh\bd_ 0,5M j1 0,5m j ra D j1 = = . l1& 2 l1 IhegucklZlbq_kdbcfhf_glijbeb\h\gZrdb\_bfZoh\bd_^eymjZ\ gh\_rb\Zgby qZklb fhf_glZ p_gljh[_`guo kbe b iheh\bgu fhf_glZ kbe bg_jpbbi_j\h]hihjy^dZ 49
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