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Page 1: 4vgltu.ru/files/documents/dissert_sov_02/Chirkov/disserta...18 72,87, 88, 92, 94, 95, 112] IBM, Nordisk, RIB Zuse. RIB, IBM Nordisk Nordisk S

-

Page 2: 4vgltu.ru/files/documents/dissert_sov_02/Chirkov/disserta...18 72,87, 88, 92, 94, 95, 112] IBM, Nordisk, RIB Zuse. RIB, IBM Nordisk Nordisk S

2

.............................................................................................................. 4

-

................................................. 11

................................... 11

......................................................................................... 12

....................................................................................... 27

........................................................................................... 36

......................................................................................................... 41

............................................... 44

2 ...... 44

................................ 45

..................................................................... 69

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3

..................... 91

......................................................................................................... 99

-

............................................................................................ 101

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....................... 113

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4

-

-

.

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5

,

,

,

,

-

, ,

,

,

-

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6

.

-

.

;

2

3

4. -

-

-

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7

,

:

1.

-

2.

3.

4. - -

-

-

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8

-

-

-

;

-

- -

.

1.

,

2.

3.

;

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9

-

.

,

5.21.01

1)

2)

3)

:

-

-

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10

(ICMTMTE 2019),

- 2019),

- 20

);

20

);

-

.

3

5,

1,2

.

66

68

9

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11

1. -

[25, 38, 98]:

1.

2.

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12

3. -

-

7,26,27,34, 44, 51, 57,73]

[74,76,77,85,86, 91, 93, 101].

-

[26, 27, 37,

44, 49].

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13

1.1).

-

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14

R

-

- -

S -

-

-

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15

.

X,Y -

1.2).

-

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16

X,Y -

Rmin.

,

X,Y

X, Y

-

- -

- -

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17

- -

.

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18

72,87, 88, 92, 94, 95, 112]

IBM, Nordisk, RIB Zuse.

RIB, IBM Nordisk

Nordisk

S

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19

82]

1.3).

-

k k Pk, k+1.

Mk, k+1 Pk,k Pk-1,k

Pk, k k-

l-

k-

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20

X(k) Y(k) k-

Z(k)= X(k)+ iY(k)

Z(1)=

Z(2)=

(1.1)

Z(k-1)=

X

(1.2)

-

:

(1.3)

k K

(1.4)

=2 sincl 2 .coscl ;

:

= .sin . (1-cos );

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21

(1.5)

i-

; (1.6)

:

(1.7)

(1.8)

[82]

1.4).

. (1.9)

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22

(1.10)

-

k-

,

(1.11)

k k

; ;

-

;

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23

i-

(1.12)

1.5)

D=

(1.13)

-

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24

S= ,

(1.14)

S

Z, .

i

- ; (1.15)

;

S= (1.16)

. (1.17)

82, 91, 93, 101]

i-

S= = ,

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25

1.7

D= =

- -

-

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26

-

82]

-

-

-

-

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27

79,75,78]

79]

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28

1.1 -

-

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29

-

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30

[75]

[79, 84]

-

-

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31

-

-

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32

-

-

-

-

-

- -

-

-

-

[19, 31,

38, 74, 82]

2

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33

3

75]

71],

G=

Gi=(xi, yi,wi,ti,ui),

xi, yi i-

wi i-

d-

ti - i-

ui

2) d wi

i-

3) rmin

4) -

Q k-

Gi Gi+1,

L=l+(l-1)k

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34

I=

Q=

Qj=(Xj,Yj,Wj,Tj,Uj). (1.18)

y= (1.19)

n

Gi

(1.20)

Qi

; (1.21)

, (1.22)

g

n

k, W,U g -

-

n, ,

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35

,m n, (1.23)

i, yi

wi);

ti

ui);

1.

71]

,

rmin

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36

, .

- -

.

13,64,73,83].

1.4

[1]

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37

[25].

[49,63]

1, 25]

.

58]

58]

[91]

(Vp):

(1.24)

Pi i

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38

Li i- 1.9).

-

Ri Rmini

,

Pi Pmini

Pi Pmaxi

Pi+Ri.tg =AW1

P2+R1. tg

Pn+Rn-1. tg =Wn-1B (1.25)

1.9.

-

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39

90]

s

s)=

S , ;

- , .

90]

-

-

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40

.

-

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41

1.5.

1. -

-

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42

:

-

-

-

-

-

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43

-

.

-

.

4. -

-

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44

2

2

1, 25, 62

9, 91]

-

[30,50]

.

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45

-

-

-

-

2

70]

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46

[57,14,29, 60].

(2.1)

-

=K+ (2.2)

C

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47

2.1).

2

-

-

-

-

-

-

+ + (2.3)

2.1 - .

0,4 2,7

0,1 0,3

2,06 16,4

1,2 8,1

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48

0,2 0,6

0,3 2,0

0,02 0,1

0,02 0,1

3,4 24,3

0,7 5,1

1,3 9,3

0,4 3,1

0,3 2,2

1,4 -

4,0 -

0,6 -

8,2 -

- 70,5

-

4,9 -

2.2.1.

n ,

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49

= (2.4)

i

i-

2

(3.5)

i-

i-

i

-

Uni=f(Zi

mz

2

oi=Bzi+ (2.6)

2.1

Uni=Bn.Zi+Cn, (2.7)

Bn, Cn - const

Uni=f(Zi -

2.2).

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50

-

(2.8)

i-

i-

i-

2

(2.9)

2

, , (2.10)

2

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51

2

-

2.2.2.

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52

2.1)

-

-

-

-

(2.11)

i-

(2.12)

k

i-

3 k-

K i-

),

k-

. ( ;

- 3

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53

i

3

2.12) i-

c

- 2.3)

-

-

-

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54

2

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55

, 47].

(2.13)

i-

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56

;

;

;

;

2.4)

-

-

.

2

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57

55]

.

V V

,

i

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58

.

-

(2.14)

i-

3 -

i-

(2.15)

i-

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59

2 j-

i-

j-

-

-

(2.16)

- i-

.

-

3-

(2.17)

i

- 2.5).

.

-

(2.18)

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60

i-

2

i.U i+B i.U i+F i.Uoi+F i.U i+F i.U i

i U i 2

i-

F i, Uoi 3

i-

B i, U i 2

i-

F i, U i

i-

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61

F i, U i

i-

2

-

i- Ti

-

Ti = (2.19)

i-

i-

i-

-

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62

-

-

2

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63

.

2.7)

-

(2.20)

i-

-

2

(2.5-2

- -

Zi.

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64

2

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65

-

(2.21)

i-

33]

(2.22)

-

33]

(2.23)

I

-

33]

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66

(2.24)

i-

-

-

.

[33]

(2.25)

-

- -

-

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67

33]

(2.26)

33]

(2.27)

14]

33]

(2.28)

t i-

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68

i-

-

33]

(2.29)

t

i

-

- 1

1

;

- 2

2. ;

- 3

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69

3

4 33.

2.1

2.1 - .

1

92,8

2 3,6

3 -

3,4

4 1,2

2

.

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70

-

-

2

1 2 3 4 (2.30)

- -

- -

-

2

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71

-

-

2

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72

-

1=

X

2.9).

2

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73

; (2.32)

2.9.

(2.33)

Z=

1

.

1 2

1

-

2= (2.34)

i-

-

3= (2.35)

(2

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74

3=

+

(2.36)

:

(2.37)

3= (2.38)

,

const.

3= (2.39)

- i-

- 2.10.

3 2

2

2

; .

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75

- 2.11)

- -

- -

=f(

=f(

35,75].

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2.3

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3.

3.1

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[49,63,62,58]

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, (3.1)

I-

(3.2)

;

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(3.3)

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(3.4)

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3.2

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49,63,62]

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-

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3.2.

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-

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-

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.1).

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4.2. -

.

R V=60

1 1 400 100 0,32 0,22 2 1 400 150 0,25 0,16 3 1 400 200 0,16 0,15 4 1 700 120 0,28 0,18 5 1 700 170 0,24 0,17 6 1 700 250 0,15 0,14 7 2 400 100 0,17 0,25 8 2 400 150 0,14 0,16 9 2 400 200 0,15 0,15

10 2 700 120 0,18 0,23 11 2 700 170 0,15 0,15 12 2 700 250 0,14 0,16

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- -

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.

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108

- -

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109

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.3).

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111

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400 100 200 150 150

700 120 250 170 170

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S =f(Ns, Np

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N-

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Li

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Li;

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118

K

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-

4

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52,21,22].

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135

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137

45. -

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138

53.

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156-168. DOI: 10.12737/article_5b240611858af4.37544962

56. -

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57.

. .

Saint-Louis, Missouri, USA: Science and Innovation Center Publishing House,

2017. 184 .

58.

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139

60.

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140

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67.

-

68.

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2016615285 28.03.2016

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73.

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141

(250203) - -

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142

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144

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146

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147

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148

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149

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