Анизотропные жидкости. Биологические структуры. Петрова Г.П. - 28 стр.

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27
,:
22
BB
QQ
CC
∗∗

=>


2
12
10
AC
B
−=
,
()
2
12 '
10
AT T C
B
∗∗
−=
,
2
12 '
B
TT
AC
∗∗
=+
. (15)
20):
1)
0
C
TT
Q
>
=
2)
C
TT
=
=
.
3)
C
TT T
=<
0
Q
0
A =
0
Q
=
4)
C
TTT
>>
0
Q
=
F
0
Q
5)
T
∗∗
0
Q
=
0
Q
.
6)
C
TTT
∗∗
>>
0
Q
=
F
0
Q
Q
;
agZq_gbx ijb dhlhjhf fh`_l [ulv mklhcqb\h j_r_gb_
                  Q∗∗ =
                        B
                       2C 
                             
                           , Q >
                                      B 
                                     2C 
                                           :                  \
                                12 AC
                            1−          = 0,
                                  B2

                      1−
                               (          )
                         12 A ' T ∗∗ − T ∗ C
                                               = 0,
                                  B2
                          ∗∗     ∗     B2
                        T =T +               .                (1 5 )
                                     12 A 'C

   BlZd \hafh`gu ke_^mxsb_ khklhygby g_fZlbq_kdh]h @D jbk
2 0 ):
1 ) T > TC   —     nmgdpby bf__l lhevdh h^bg fbgbfmf mklhcqb\Z
     Q=0
    lhevdh bahljhigZy nZaZ 
                                           4=
2 ) T = TC — ^\Z jZ\ghagZqguo fbgbfmfZ
                                                  
                                                .
                                           4≠     


3 ) T = T ∗ < TC — h^bg fbgbfmf Q ≠ 0  Mklhcqb\Z lhevdh g_fZlbq_
    kdZy nZaZ A = 0 b Q = 0 g_ m^h\e_l\hjy_l mjZ\g_gbx
4 ) TC > T > T ∗ — ^\Z fbgbfmfZ g_ jZ\ghagZqgu ih wg_j]byf ijb
    Q = 0 F [hevr_ q_f ijb Q ≠ 0  Ijb wlbo l_fi_jZlmjZo fh]ml
    khkms_kl\h\Zlv h[_ nZau gh bahljhigZy y\ey_lky f_lZklZ[bev
    ghc lZd dZd _c khhl\_lkl\m_l [hevrZy wg_j]by
5 ) T ∗∗ — \_jogbc ij_^_e kms_kl\h\Zgby g_fZlbq_kdhc nZau bf_
    _lky lhevdh h^bg fbgbfmf khhl\_lkl\mxsbc Q = 0  G_l fbgb
    fmfZ ijb Q ≠ 0 .
6 ) T ∗∗ > T > TC — fh]ml [ulv ^\Z fbgbfmfZ gh fbgbfmf ijb Q = 0
    bf__l f_gvrmx \_ebqbgm F  q_f ijb Q ≠ 0  F_lZklZ[bevghc
    y\ey_lky g_fZlbq_kdZy nZaZ
      Ba \ur_baeh`_ggh]h ke_^m_l qlh i_j_oh^ g_fZlbq_kdbc `b^
dbc djbklZee – bahljhigZy `b^dhklv – wlh i_j_oh^ i_j\h]h jh^Z
       ijb l_fi_jZlmj_ nZah\h]h i_j_oh^Z khkms_kl\mxl ^\_ nZau
ZgZeblbq_kdb wlh h[mkeh\e_gh gZebqb_f lj_lv_]h ihjy^dZ \ mjZ\
g_gbb ^ey jZaeh`_gby k\h[h^ghc wg_j]bb qlh ijb\h^bl d ihy\e_
gbx \lhjh]h fbgbfmfZ gZ djb\hc aZ\bkbfhklb k\h[h^ghc wg_j]bb
hl Q ;
       bf__lky l_fi_jZlmjguc ]bkl_j_abk – kms_kl\h\Zgb_ f_lZ
klZ[bevguo khklhygbc – i_j_]j_\Z b i_j_hoeZ`^_gby
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