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36
—
W
34
10 ,10
W
CO
0,12
D
µ
=
W
4
10
W
.
–
12
1/
Wr≈
.
–
– Maier–Saupe
α
.
ϑ
α
||zn
.
22 2
11 3
3cos 1 2 cos 1 1 sin
22 2
Q
ϑϑ ϑ
=−= −=−
,
1
Q
=
,
2
sin 0
ϑ
=
,
0
Q
=
,
2
sin 2/3
ϑ
=
.
i
W
i-
||an
—
an
⊥
2
1(32)sin
i
ϑ
−
.
guc \deZ^ \ wg_j]bx \aZbfh^_ckl\by \ghkbl hjb_glZpbhggh_
\aZbfh^_ckl\b_ — Whj >ey fhe_dme k g_[hevrbf ^bihevguf fh
f_glhf wg_j]by ^bki_jkbhggh]h \aZbfh^_ckl\by fh`_l [ulv gZ
g_kdhevdh ihjy^dh\ \ 103 ,104 jZa ij_\urZlv Whj >ey fhe_dme
C O µ = 0,12D b W^bki \ 10 jZa [hevr_ q_f Whj .
4
Kbeu hllZedb\Zgby – dhjhldh^_ckl\mxsb_ Hgb \hagbdZxl
ijb \aZbfghf ijhgbdgh\_gbb we_dljhgguo h[eZdh\ fhe_dme
Wg_j]by hllZedb\Zgby Whl ≈ 1/ r12 .
L_hjby FZc_jZ–AZmi_
GZ hkgh\_ mq_lZ ^bki_jkbhggh]h \aZbfh^_ckl\by ihkljh_gZ ijh
klZy n_ghf_gheh]bq_kdZy l_hjby FZc_jZ– AZmi_ M a ie r– S a u p e gZb
[he__ mihlj_[ey_fZy b gZ]ey^gZy
JZkkfZljb\Z_lky kbkl_fZ `_kldbo fhe_dme k ^ebgghc hkvx α .
Iheh`_gb_ dZ`^hc fhe_dmeu fh`_l [ulv aZ^Zgh h^gbf m]ehf ϑ
f_`^m _^bgbqguf \_dlhjhf α b hkvx z || n .
>ey oZjZdl_jbklbdb mihjy^hq_gby \ kbkl_f_ bkihevam_lky kdZ
eyjguc iZjZf_lj ihjy^dZ
1 1 3
Q= 3cos2 ϑ − 1 = 2 cos2 ϑ − 1 = 1 − sin 2 ϑ ,
2 2 2
Q =1, sin 2 ϑ = 0 ,
Q = 0, sin 2 ϑ = 2 / 3 .
>ey \aZbfh^_ckl\by fhe_dme jZkkfZljb\Z_lky ijb[eb`_gb_
ZgZeh]bqgh_ ijb[eb`_gbx kj_^g_]h fhe_dmeyjgh]h ihey ^ey n_j
jhfZ]g_lbdh\ Mq_klv \k_ ^bki_jkbhggu_ kbeu k dhlhjufb ^_ckl
\mxl ^jm] gZ ^jm]Z fhe_dmeu \ f_ahnZa_ g_\hafh`gh ihwlhfm \
^Zgghf kemqZ_ wlh lZd gZau\Z_fh_ ijb[eb`_gb_ ©kZfhkh]eZkh\Zg
gh]hª ihey JZkkfZljb\Z_lky wnn_dlb\guc ihl_gpbZe Wi i- c fhe_
dmeu gZ dhlhjmx ^_ckl\mxl \k_ ^jm]b_ kn_jbq_kdb_ kbff_ljbqgh
jZkiheh`_ggu_ fhe_dmeu ijb wlhf wnn_dlu [eb`g_]h ihjy^dZ g_
mqblu\Zxlky Wnn_dlb\guc ihl_gpbZe aZ\bkbl hl hjb_glZpbb
Ijb wlhf fbgbfmf ihl_gpbZeZ \ g_fZlbq_kdhc nZa_ khhl\_lkl\m_l
a || n Z fZdkbfmf — a ⊥ n < bahljhighc nZa_ ihl_gpbZe jZ\_g
LZdZy m]eh\Zy aZ\bkbfhklv bf__l \b^ 1 − (3 2)sin 2 ϑi .
36
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