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7
τ =
1/2(σ1−σ3)·sinϑ
τ k =τ 0 +µσ µ —
7 Ijhp_kk i_j_oh^Z mijm]hc ^_nhjfZpbb \ g_mijm]mx fh`_l ijhbk oh^blv f_^e_ggh Lh]^Z fu ]h\hjbf h iheamq_klb kj_^u __ \yadhf beb ieZklbq_kdhf l_q_gbb Ijb [ukljhf i_j_oh^_ qZklh gZ[ex^Z_lky jZaju\ kiehrghklb kj_^u b bf_ggh wlh bf__l f_klh ijb a_fe_ljyk_gbyo GZ [ex^_gb_ oZjZdl_jbklbd a_fe_ljyk_gbc k\b^_l_evkl\m_l h ehdZevghc ih l_jb mklhcqb\hklb kj_^u < f_oZgbd_ kiehrguo kj_^ ijhp_kk ihl_jb mklhcqb\hklb kj_^u bam qZ_lky ijb g_baf_gguo k\hckl\Zo fZl_jbZeZ kj_^u b [_a gZjmr_gby _]h kiehrghklb < j_Zevghc A_fe_ ijbqbgm ihl_jb mklhcqb\hklb ke_^m_l bk dZlv \ kZfhf fZl_jbZe_ ihjh^ kh^_j`Zsboky \ l_e_ ieZg_lu GZ ih\_joghklb A_feb ehdZevgZy g_mklhcqb\hklv kj_^u \ujZ`Z _lky \ h[jZah\Zgbb jZaju\h\ Ijb wlhf gZjZklZgb_ ^_nhjfZpbc k\yaZgh k mf_gvr_gb_f gZijy`_gbc \ hdj_klghklb hqZ]Z aZ kq_l kgylby _]h gZ jZa ju\_ JZkkfhljbf h[jZa_p fZl_jbZeZ d dhlhjhfm ijbeh`_gh \g_rg__ gZ ijy`_gb_ ih ^\mf hkyf ^\mklhjhgg__ k`Zlb_ Ijbf_f ^ey ijhklhlu qlh hjb_glZpby ]eZ\guo hk_c ^_nhjfZpbb b gZijy`_gby g_ baf_gy_lky \ ijh p_kk_ ^_nhjfbjh\Zgby Ih^ ^_ckl\b_f wlbo gZijy`_gbc \ l_e_ h[jZapZ \hagbdZ_l jZaju\ jbk Jbk Kdhev`_gb_ ih jZaju\m ih^ ^_ckl\b_f gZijy`_gbc k`Zlby Hg [m^_l hjb_glbjh\Zg ih^ g_dhlhjuf m]ehf d gZijZ\e_gbx ^_ckl \mxsbo gZijy`_gbc GZ jZaju\_ bf_xl f_klh ghjfZevgu_ b lZg]_gpb Zevgu_ beb k^\b]h\u_ gZijy`_gby M\_ebq_gb_ jZaf_jZ jZaju\Z \ha fh`gh lh]^Z dh]^Z \_ebqbgZ lZg]_gpbZevguo gZijy`_gbc τ = 1/2(σ1−σ3)· sinϑ klZgh\blky jZ\ghc beb ij_\hkoh^bl hij_^_e_ggmx gZau \Z_fmx djblbq_kdhc \_ebqbgm jZ\gmx τ k =τ 0 +µσ A^_kv µ — dhwnnb
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