Анизотропные жидкости. Биологические структуры. Петрова Г.П. - 78 стр.

UptoLike

Составители: 

Рубрика: 

77
r
=
||
||
2
II
II
+
, (32)
I
||
I
)
r =
0
1
fr
r
ττ
+
, (33)
r
0
τ
f
τ
r
r =
2
2
0
2
0
2
(1 )
2
5
1
r
r
f
rr
rr
ff
τ
ττ
ττ
ττ τ τ
+
+∆
++
−∆+
, (34)
2
242
24
437
710 3
PPP
PP
<>+<><>
∆=
−<>+<>
,
0
r
τ
2
r
τ
)
., 1951.
                                                        I|| − I ⊥
                                              r=                      ,                                    (3 2 )
                                                        I|| + 2 I ⊥
]^_ I || b I ⊥ — khklZ\eyxsb_ bgl_gkb\ghklb nemhj_kp_gpbb khhl                                                 
\_lkl\_ggh iZjZee_evgZy b i_ji_g^bdmeyjgZy we_dljbq_kdhfm \_d                                                   
lhjm \ha[m`^Zxs_]h k\_lZ            
    Hkgh\u l_hjbb iheyjbah\Zgghc nemhj_kp_gpbb ^ey [jhmgh\                                                      
kdbo qZklbp \ jZkl\hjZo [ueb aZeh`_gu ey klZpbhgZjghc nemhj_kp_gpbb \ kemqZ_ dh]^Z fhf_glu                                  
^bihe_c ih]ehs_gby b baemq_gby iZjZee_evgu hkb kbff_ljbb                                                        
fh`gh \hkihevah\Zlvky ke_^mxsbfb nhjfmeZfb ^ey Zgbahljhibb
iheyjbaZpbb       
                                              2 τ2
                                                          r

                                              5 τ 2r + τ f
                          r=                                                   ,                           (3 4 )
                                          (1 + ∆ )τ 0                 τ2
                                                          r                r
                                1− ∆ +                        −
                                          τ 0 +τ f
                                                r
                                                                  τ2 +τ f
                                                                      r



                                                             
]^_ ∆ = 4 < P2 > +3 < P4 > −7 < P2 > , τ 0r Š \j_fy \jZsZl_evgh]h dhjj_
                                           2

                7 − 10 < P2 > +3 < P4 >
ebjh\Zggh]h ^\b`_gby fhe_dmeu \hdjm] dhjhldhc hkb i_ji_g^b
dmeyjghc iehkdhklb ^ebgguo hk_c fhe_dme Z τ 2r Š \j_fy \jZsZ
l_evgh]h dhjj_ebjh\Zggh]h ^\b`_gby \hdjm] dhjhldhc hkb i_j
i_g^bdmeyjghc \_dlhjm ^bj_dlhjm b e_`Zs_c \ iehkdhklb ^ebgguo
    ∗
        )   E_\rbg <E Nhlhexfbg_kp_gpby `b^dbo b l\_j^uo \_s_kl\ F., 1951.
                                                                                                             77