Анизотропные жидкости. Биологические структуры. Петрова Г.П. - 61 стр.

UptoLike

Составители: 

Рубрика: 

60
1–
-
- -
- - -
- -
-
- - -
- - - -4- -
- - -
).
-
-
–10
2
c
H
–1
ω
=

q

V
= 2 n (
ω
/c)
V
sin
θ
/2, (31)
H
= 2
π
0
con
st
c
dH
=
, q -
) Martin-Luter-Univ. Forschungen uber flussige kristalle (HOPDOB),1983.
             >bki_jkby kdhjhklb a\mdZ \ @D
     :gZeba ki_dljh\ lhgdhc kljmdlmju jZkk_yggh]h k\_lZ jZkk_y                                                             
gby FZg^_evrlZfZ– ;jbeexwgZ iha\hey_l ihemqblv ^Zggu_ h[
Zdmklbq_kdbo k\hckl\Zo `b^dbo djbklZeeh\ gZ qZklhlZo ihjy^dZ
     
1 – ==p          
     :\lhjhf k khljm^gbdZfb [ueb bamq_gu hkh[_gghklb ki_dljh\
jZkk_ygby F- ; \ bahljhighc nZa_ `b^dbo djbklZeeh\ jZaebqguo
                                        
lbih\ – g_fZlbq_kdbo kf_dlbq_kdbo b ohe_kl_jbq_kdbo Kljmdlmj                                                              
gu_ nhjfmeu bkke_^h\Zgguo kh_^bg_gbc ^Zgu \ lZ[e                                                
     @b^db_ djbklZeeu I::             iZjZ- ZahdkbZgbahe     f_lhdkb-                                 
[_gabeb^_g- [mlbe Zgbebg F;;: wlhdkb- [_gabeb^_g- [mlbe Zgb                                                               
ebg W;;:                 
                 ]_dkbe- hdkb[_gahcgZy dbkehlZ =KH;D           hdlbe-                                         
hdkb[_gahcgZy dbkehlZ HH;D i_glbe- pbZgh[bn_gbe IP; i_g                                                                  
lbe- n_gbe- pbdeh]_dkZg     INP;                             
                                     ]_ilbe- hdkb[_gahcgZy dbkehlZ
 =I;D hlghkylky d g_fZlbq_kdbf `b^dbf djbklZeeZf GZb[he__                                                 
bamq_ggufb \_s_kl\Zfb y\eyxlky F;;: b IP; ij_^klZ\eyxsb_                               
                                                     
hkh[uc ijZdlbq_kdbc bgl_j_k lZd dZd wlh h^gb ba g_fgh]bo kh_^b                                                             
             
g_gbc dhlhju_ ijb dhfgZlghc l_fi_jZlmj_ gZoh^ylky \ `b^dhdjb                                                               
klZeebq_kdhf khklhygbb                      
     @b^dhdjbklZeebq_kdb_ kh_^bg_gby - g- ]_dkbe- hdkbn_gbe-4 - g-           
^_pbehdkb[_gahZl           =HN>H;           b        - gbljhn_gbe- g-                                                 
hdlbehdkb[_gahZl GNHH; h[jZamxl djhf_ g_fZlbq_kdhc nZau                                                                    
jy^ kf_dlbq_kdbo nZa∗).
     <_s_kl\Z IP; b INP= h[eZ^Zxl [ebadbf kljh_gb_f fhe_                                                                   
dme — wlh ^\modhevqZlu_ kh_^bg_gby k h^bgZdh\ufb dhgp_\ufb
                                                1
]jmiiZfb Zedbevgu_ b K - ]jmiiu h^gh dhevph \k_]^Z n_gbev                                                                 
     
gh_ Z ^jm]h_ y\ey_lky n_gbevguf beb pbdeh]_dkZgh\uf =_hf_l                                                                
jbq_kdb_ jZaf_ju wlbo fhe_dme ijZdlbq_kdb h^bgZdh\u                                               
     Hkh[_gghklvx ki_dljh\ F- ; \ f_ahfhjnguo kh_^bg_gbyo y\                                                               
ey_lky \ukhdZy bgl_gkb\ghklv p_gljZevghc dhfihg_glu ih kjZ\g_                                                              
gbx k [hdh\ufb ^h – 1 0 2 jZa jbk                               
     Ba ^Zgguo ih kf_s_gbx [hdh\uo dhfihg_gl H c kf– 1 jZkkqb                                                              
lu\ZeZkv kdhjhklv ]bi_ja\mdZ ]a ih nhjfme_           9                           
                     ∆ω = q V ]a = 2 n ( ω /c )V sin θ/2 ,                                                     (3 1 )

]^_ H = 2 πdH=0 c , q — \hegh\hc \_dlhj mijm]hc \hegu
                 const                                                                                 Q - ihdZaZ
l_ev ij_ehfe_gby kj_^u                      
         ∗
             ) M artin -L u ter-U n iv. F o rsch u n g en u b er flu ssig e k ristalle (H O P D O B ),1 9 8 3 .
60