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BY (11) 6863
(13) C1
(19)
7
(51) H 03L 7/00, 7/18
(12)
(54)
(21)
(22) 2000.01.12
(46) 2005.03.30
(71)
:
(72)
: a 20000048
:
;
(BY)
(73)
:
-
"
-
-
" (BY)
" (BY)
(57)
fi = f0 ⋅
i = 1, K , Mi Ni -
Mi
,
Ni
,K-
-
,
f0,
f
M1
,
,
,
f
,
f1 = f 0 ⋅
BY 6863 C1
,
M1
N1
N1
f
,
f
.1
-
BY 6863 C1
K
∏M
j= 2
f1
,
j
-
f
-
K
∏M
j= 2
,
j
(K-1)
K


 Ni ⋅ ∏ M j  / Mi


j=1


f
.
(56)
-
.
.
.:
, 1989. - . 17-19.
RU 2047273 C1, 1995.
RU 2085031 C1, 1997.
RU 94030361 A1, 1996.
US 4694475 A, 1987.
EP 0907252 A3, 1999.
EP 0224828 A2, 1987.
JP 10276084 A, 1998.
.
(PT)
(
)
.
f1.
[1]:
;
.
f1
)
(
(
.
f01
f1 = f 01 ⋅
,
)
-
f02,
f1
M1
M
M
M
+ f 02 ⋅ 2 , f 2 = f 01 ⋅ 1 − f 02 ⋅ 2 .
N1
N2
N1
N2
(1)
(1)
,
. 1.
: 1, 4 f01 f02; 2, 5 -
(
)
1
6-
N1
N2
.
;7M2 -
, N1, N2 -
.
1-3
4-6)
3 (5 6)
(
7
.
; 3,
,
1,
M2 = 0,
M2
2
M1 = 0
.
:
,
;
,
)
).
2
.
-
BY 6863 C1
[2].
) f1
,
M1
,
N1
f1 = f 0 ⋅
f0
M1, N1 -
(2)
;
.
.
f0.
-
f,
M1
f /M1.
.
,
-
,
f.
(
)
f
M
f1 = f 0 ⋅ 1
N1
.
(
f /M1 = f0.
f
N1
,
)
-
f (
),
f0.
,
-
. 2.
1,
3,
4,
5
2
,
,
6
7
-
1.
-
.
7
f0.
1
.
f.
2
,
1
f
3
.
(
3
4)
(
-
5).
,
.
,
.
f
f = f0 ⋅
(
),
-
1,
.
1-5
7
1,
.
N1
f1 = f 0 ⋅
1
6
.
M1
.
N1
.2
f1,
,
,
,
,
,
.
1
∆f.
-
,
)
(
,
.
N1
.
,
6
(
,
3
,
)
-
BY 6863 C1
N1
10 (2)
,
N1
,
10 (2)
.
2
N1 = 1.
M1
M1min
,
1
M1max
.
∆f
∆f = ∆fmax = f0
N1)
,
.
,
. 2,
.
-
,
-
,
(
(
)
.
-
)
,
,
,
,
-
.
(
)
. 2.
.
.
,
,
-
,
(
.
)
,
,
.
f1 = f 0 ⋅
M1
N1
f
f0 ⋅ M1,
f2 = f0 ⋅
f0 ⋅ M2,
Mi
fi = f 0 ⋅
, (i = 1, K ),
Ni
f0 ⋅ Mi, .
(
M2
N2
)
K
. 2.
K
,
.
M
fi = f 0 ⋅ i
Ni
i-
,
,
fi
f
.
,
-
K
.
K
fi =
,
f0 ⋅ ∏ M j
f0 ⋅ Mi
j=1
=
.
K
Ni


 Ni ⋅ ∏ M j  / Mi


j=1


(3)
(3)
f
fi.
,
Mi K
(3).
4
-
BY 6863 C1
f0 ⋅ Mi
Ni
f ⋅ M i f 0 ⋅ M1 ⋅ M 2
f ⋅ M 2 f 0 ⋅ M1 ⋅ M 2
; f2 = 0
: f1 = 0
=
=
.
Ni
N1 ⋅ M 2
N2
N 2 ⋅ M1
f1 =
(3)
f2 =
f0 ⋅ M 2
N2
,
-
.
f0.
-
f.
K
M1
∏M
j= 2
f
j
-
K
f /∏Mj .
,
j=1
.
f
,
-
K
f / ∏ M j = f0 .
j=1
K
f ⋅ M1
f1 = 0
=
N1
f0 ⋅ ∏ M j
j=1
K
N1 ⋅ ∏ M j
j= 2
K
∏M
N1
j= 2
f
j
.
K


 Ni ⋅ ∏ M j  / Mi


j=1


(K-1)
f
-
.
,
,
-
j
-
K
∏M
:
j= 2
f
K
∏M
;
j= 2
j
f
-
K


 Ni ⋅ ∏ M j  / Mi


j=1


(K-1)
f ⋅ M1
f1 = 0
; (K-1)
N1
f
-
.
fi = f 0 ⋅
K
-
Mi
, i = 1, K , M1, N1 Ni
.
-
3,
4
5
. 3.
1,
,
5
2, 7-12
6
,
.
-
BY 6863 C1
1, 3-6
1, 3-5, 7
. 2.
2
K
Mb = ∏M j
,
7, 9, 11 -
N1 N2
NK,
j=1
8, 10
 K

 K

M lg =  ∏ M j  / M 1, M 2 g =  ∏ M j  / M 2
 j=1

 j=1

12 -
 K

M Kg =  ∏ M j  / M K
 j=1

.
. 2,
(
5),
,
1,
,
f
(
2-6
f = f0 ⋅ Mb,
.
.
),
,
1
.
,
. 3,
,
(3)),
.
K
.
,
.
2
K
Mi (i = 1, K ),
(K-1)
(
Mi (
8, 10
,
)
12 8, 10
10 -
M2,
K.
,
(
)
f
(
.
(3))
,
,
P = K!
P
K
= 2; K = 3,
,
= 6; K = 4,
P = K!
(3)
fi (i = 1, K ).
Mj
K
-
,
.
,
K = 1, P = 1; K = 2,
-
8
1,
12
2, .
K


 Ni ⋅ ∏ M j  / Mi


j=1


2.
12 -
1
= 24
K,
,
,
:
.
Mj .
,
(3)
,
-
,
.
1
.4
K
Mj
.
,
K=2(
. 5, , ).
K = 3 24
M3, M2, M1
6
K = 4.
1 M2 , M3 ,
K = 3,
. 6.
. 5, 6
,
Mj,
Mj
,
6
BY 6863 C1
.
,
(
-
,
)
(3).
,
,
8
9
. 5,
12-14
. 6,
.
,
f,
,
(3).
fi
-
(3).
,
K
(
K!
)
.
-
K
,
,
.
,
M1
M
, f2 = f0 ⋅ 2 )
(K = 2, f1 = f 0 ⋅
N1
N2
. 2,
14
-
.
,
10
.2
M 2 , M2
. 5,
,
N2
1,
M2
-
N2 (
(K = 3, f1 = f 0 ⋅
).
M
M2
, f3 = f0 ⋅ 3 )
N2
N3
,
. 6).
K!
,
f2 = f0 ⋅
,
21
-
-
.
.
-
14
,
.
M
f1 = f 0 ⋅ 1
N1
f0 = 103
M1
,
N1
f2 = f0 ⋅
M2
,
N2
, N1 = N2 = 1, M1 = 1,10
.
2 = 1000,10000 ,
f1 1, 2, 3,..., 9, 10
f2
3
3
3
3
3
1000 ⋅ 10 , 1001 ⋅ 10 , 1002 ⋅ 10 ,..., 9999 ⋅ 10 , 10000 ⋅ 10
.
,
: N1 = N2 = 1;
M1 M2
1 1000
10 10000.
,
M2 = 1000,10000
,
M1 = 1,10 .
. 5, ,
-
1
M 2.
,
. 5, .
,
.2
.
7
,
. 5,
,
-
BY 6863 C1
M2 = 1
9 10.
2
N2 = 0,
"
"
:
1.
.
2.
.
.
. -M.:
.,
(
, 1979. - . 12, 33.
.,
. -M.:
):
C. .
, 1989. - . 17-19 (
.2
.3
8
.
./
).
BY 6863 C1
.4
9
BY 6863 C1
.5
10
BY 6863 C1
.6
.
220034, .
,
.
, 20.
11
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