влияние четвертичного похолодания в северных районах

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5.
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(
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, β01β).
,
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–
(
, β004)
.
,
.
,
,
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,
.
,
. .
.
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,
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1987ν
.
,
, 1998).
, 1987ν
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–
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,
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,
, 199γν
80,
, 1995ν
,
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.
Д1Ж
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Дβ, γЖ
1β1,
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1.
1
121
1β1
,
1
2
3
4
5
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7
8
(
2683
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Д4Ж.
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β
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Д5Ж
Д6Ж.
(
ν 90 0
β470 – 103 0 (
β6β0 – 106 0 (
9
,
2430
15.0
246
45
2
–
,
,
.
Д6Ж.
.
362
β4
.
88,γ ° .
99,β °
54,8
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,
121
,
β6β0
β470 ,
2
,
,
-
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95.4
95.4
95.4
95.4
95.4
95.4
95.4
95.4
95.2
95.1
95.0
94.5
94.2
93.8
93.3
86.1
82.0
80.8
79.6
77.0
74.2
71.5
69.1
62.2
57.3
54.9
47.8
31.3
30.5
28.9
10.0
52
95.4
95.4
95.5
95.5
95.9
96.1
96.1
97.2
97.7
98.3
99.2
101.4
103.6
100.7
97.8
94.1
95.0
100.3
99.9
99.6
97.3
94.9
91.9
81.3
77.2
75.0
69.0
52.5
51.6
49.9
32.0
52
,
90.6
89.1
89.4
89.9
90.2
91.2
92.9
94.0
94.6
95.2
96.0
98.1
100.3
97.5
94.6
90.7
91.6
96.5
96.1
93.8
91.4
88.3
85.0
77.6
73.3
71.1
65.0
48.2
47.3
45.6
27.3
53
-
90.6
90.5
90.7
90.7
91.0
91.3
91.3
92.4
92.9
93.5
94.4
96.5
98.7
95.9
92.9
89.3
90.2
95.1
94.8
92.6
90.2
87.1
83.9
76.5
72.4
70.2
64.2
47.7
46.8
45.2
27.2
52
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,
90.6
90.5
90.5
90.5
90.5
90.5
90.5
90.5
90.4
90.3
90.2
89.7
89.4
89.0
88.5
81.2
77.2
76.0
74.8
72.2
69.4
66.7
64.3
57.4
52.5
50.0
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26.5
25.7
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52
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88.8
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99.2
96.4
93.6
89.7
90.5
95.4
95.1
92.7
90.3
87.2
83.9
76.5
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70.0
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46.2
44.5
26.2
53
-
89.5
89.5
89.5
89.6
89.9
90.1
90.2
91.3
91.8
92.5
93.2
95.4
97.6
94.8
91.9
88.2
89.2
94.1
93.7
91.4
89.1
86.0
82.8
75.5
71.3
69.1
63.1
46.6
45.8
44.0
26.1
52
-
- ,
/ β
89.5
89.5
89.4
89.4
89.4
89.4
89.4
89.4
89.4
89.3
89.0
88.6
88.3
87.9
87.5
80.2
76.1
74.9
73.8
71.0
48.9
65.6
63.2
56.3
51.4
48.9
42.0
25.5
24.6
23.0
3.9
52
,
- ,
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0
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–10
0
2
3
3
4
7
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13
20
20
21
21
20
20
20
20
20
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30
35
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40
45
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54,8
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114,1
116,3
120,2
142,2
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95.1
96.1
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100.9
103.0
105.3
102.4
99.5
95.6
96.5
101.4
101.0
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,
.
)
(10γ° )
,
»
β
100.γ °
(106° )
15
.
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ν β)
«
»
ν γ)
15
105.γ° .
.
(β6β0
«
μ 1)
(9,9 ° )ν 4)
.
.
(β470 )
5.
,
.
363
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1.
134 .
. .,
2.
– 222 .
.–
.–
. .,
5.
. –
. .
. .
. .
3.
4.
//
. .
.
, 2004. – . 23. –
.,
. .,
5. – . 111–115.
. .,
.:
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6.
(
. .,
. .,
) //
.
. .,
.
.
, .
,
,
.
-
 I (P )  f
,
N 
k 1
t−t0,
m
μ
Д1, 2].
,
N
– N 6. –
6. – .1070-1078.
)
g[t−t0Ж.
g[t−t0Ж
t t0.
.
, 1986.
, 2002.
.
(
.:
. .
. .
, 1997. – . 38. -
.
, 1987. –
, 1974. – 123 .
//
. 48-54.
:
,
S,
,
 X k ,Yk , Z k , t  I k ,
(1)
ν  X k ,Yk , Z k , t  –
f–
I k –
ν
,
.
Vzzk[t−t0Ж
(1)
.
(1),
,
,
[1, 2Ж
Vxxk[t−t0Ж,
,
Vyyk[t−t0],
,
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,
,
[3, 4Ж,
.
,
.
.
Дγ, 4,Ж
.
Vx,
.
Vy,
Vz,
(
Vxx[t−t0Ж,
Vyy[t−t0Ж,
50 %, 75 % 100 %
(
Vzz[t−t0]),
)
. 1
10 .
.
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