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Воронежский государственный технический университет

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[НЕСОРТИРОВАННОЕ]

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<<< < Предыдущая 1 2 3 4 5 6 7 89 / 189 10 11 12 13 14 15 16 17 18 > Следующая >>>

1 (M 0 < 0) /4 (M 0 > 0)

- 1 1 . ' /0 2 /06 4 / 5/ 1 1 1

2?4 4 4 / 1 3 / 4 -3

. & /:, 3 48 1 8, 3 5 3 3 4 3 / 0 2 /06 3 /.

!. , 3 . 2.8, /, 3 /:2 1 .1 . 1 6 1 2 0 . 21 .2 4, 3

1 1 .. 3 . /

/ 4, 8 / /

3 / 4 1 6 4 3 /: - ( 2.33 . 3 : . 2.8) . /0 6 4 2/ 0 1 4.

' 1 3 /4 1

. 1 2/ 2 1 6

/ 3 /. / . 1

. 4 / 4 4 3 / 4 21

r - . ' . 2.9 3 - 2/ 2

1 6 . 1 / 3 / 4 21 4 M 0 (r) 3 /,

1 6 2 / 1

3 4 4.		/0	3 1	:
rf	= 0.015;	xad = 2.1;
xaq	= 0.9; xσ	= 0.1; x fσ = 0.2; H = 150. &/4		8 4

. 3 2 1 . 0 2 . 1 1

3 1. 599- 1 139 4 3 1 / . 4 0, 0.1 1.0, .2 4 – 1.0 1.5. & 139 4 21 /.

599- 1 139 4, 1 /:,

4 2 1 6 1 / 1 1 1 1

. / 4 .1, 4 1

1 / . r . / .

1 6 /0 1, 1 1

2 . .1 0 2. 5 1 / 3 / 4 r 3

6 : 2/ 1 4 :

3 . 3 2 1 2 / 1. ' 4 r = 0.3, /4 . .4 /0

3 1, 3 . /0 1 1 1 139 (km = 0L1.0) 4 2

1 6 1 /4 4 .1.

/ 599- 1 139 4 3 : 2/ 1 4, 4 3 / 0: 0 4

1 3 . .1 4 r .

#. 2.10 2.11 //: : / 4

3 / 139 21 2/ 1 4 4 M 0 (i f 0 ) M 0 (α )

. 1 3 4 2 . 1 , r = 0.06 . / . . 2.10, / 2/ 1 4 8 . 3 1 139 21. :8 1 2 1

3 / 4 1 . /0 0 /

3 / 0: /: 0 .1 0 3 4 / 4 1 4. ' 3 1, 3 ryd = ryq = 2.0

1 . 1 3 . .1 4

21 .2 4. / 1 06 0

3 4 4 , 3 . . 2.11, 1 1 1 0 1 3 ryd = ryq = 1.0 . 7 0

21 .2 4 i f 0 = 1.0 . # . /0 / . 3 . /,

139 4 21, ryd = ryq = 1000.0 ,

. / 4 4 2/ 0 1 4, / 2

2 / 1.

#. 2.9. / 4 3 / 4 21

- 2/ 3: 1 - = 0; 2 - = 0,1; 3 – 1 =1.0. ) if0 =1.5; 2)if0= 1.0

#. 2.10. / 4 3 / 4 139 21 - 2/ 2 3: 1- ryd =

ryq= 1000; 2 -; ryd = ryq= 10; 3 - ryd = ryq= 5; 4 - ryd = ryq= 3.) = 0; 6) = 0.1

. .

0.8

0.4

-0.4

-0.8

-1.2

. .

0.8

		III								. .			III
%		III								. .	%		III



1 2 3										0.8
								I					1
														2						I
					4					0.4				2	3					I
							5
																	4
																	4		5
	II								α			II							5
	II								α			II									α
										0											α
										0
0.4						1.2 . .
0.4						1.2 . .						0.4				1.2		. .
												0.4				1.2		. .
										-0.4
										-0.4
								I
								I												I
																				I
										-0.8
										-0.8
	- 3 /. 4											- 3 /. 4
	- 3 /. 4											- 3 /. 4

										-1.2
			)										2)
			)										2)
#. 2.11.				7 1 0 -

3 / 4 139 21: 1 – ryd = ryq = 1; 2 – ryd = ryq = 3; 3 – ryd = ryq = 5; 4 – ryd = ryq = 10; 5 – ryd = ryq = 1000;

		) 1 = 0;		2) 1 = 0.1
%0	III		. .		%0	III

			0.8
			0.8

0.4	I		0.4
	I		0.4	I
		if0		I
		if0			if0
0					if0
0		. .	0
0.4	0.8		0
0.4	0.8			0.4	. .
				0.4	. .
-0.4	3		-0.4	1
	2			1
	2				2
-0.8					2
-0.8	1		-0.8
III	1		-0.8		3
III				III	3
				III
-1.2			-1.2
			-1.2
	)				2)
#. 2.12. / 4 1 3 4 8 :8 4
1 2/ : 1 – - = 25; 2 – - = 50;
	3 – - = 500; ) = 0.1; 2) = 0

	. .		%0
	. .		%0															. .		%0
																		. .		%0
0.8																		0.8
0.8

														I
																												I


0.4																		0.4


					II											α
																													α

																						II
0																		0
0																		0
												1.2 . .
					0.4																					1.2 . .
																						0.4

-0.4
																		-0.4

																												1
																												1
-0.8													1													2
																		-0.8

																								3
									2															3

-1.2
					3													-1.2


																									III
											III



								)															2)
								)

	#. 2.13. 7 1 2/ 1
		3 4 8 :8 4 1 -: 1 – - = 25; 2 – - = 50;
				3 – - = 500; ) = 0.1; if0 = 1.2; 2) = 0; if0 = 1.0

	. .			%0
																			. .	%0
						III

	1.0

																			0.8

										2				3
																														I
																							1
	0.5

							1												0.4						2


															if0
0																					II						3			α
																	0

0.5	1.0	. .	0.4	0.8	. .
- 0.5			- 0.4

-1.0

- 0.8

III

#. 2.14. / 4 599- #. 2.15. / 4 / 1 139 4 3 4 4 - 2/ : 1– = 0; : 1 – U = 1/0.8;

2 – = 0.1; 3 – = 0.2

2 – U = 1; 3 – U = 1/1.2

/ . 1 / 4 3 1, 48

4, 2/ 2

1 6.

7 1 2/ 1 4 1 3 4 8 :8 4 1 H 3 . 2.12 2.13 1 M 0 (i f 0 ) M 0 (α ) .

# 1 1 4 4 1 6 139 21

1. /0 3 1 : 3 8 1 / :. 1 1, 3 . 1 .

3 /4: / 4 H 2/

1 6. / . / . . 2.12, 2 /, 1 H


2/ 0 1 4			8 4,		. 2.12,
3 H = 500	1 1 . 0,
i f 0 = 0.25 , ,	/	H = 25, /4 5 2 4
.2 4	i f 0 = 0.7 .		#.	2.13 3 .,
/ 1	H	/		2/	1 4

8 4 2 / , . /0

/ 4 .. 1 2 . 1, / 4 1 3 4 H 1 /

0 599 1 1 4.

0 3 6 :8 / . / 4 4 3 1

- 2 3 / 4, 3 /, 3 ./ . 4 599- 1 139 4. / /4 / 4 1 -0 3

. 2.14. 1 1 6 :

2 . 1 r = 0.06 . / 599-

1 139 4 3 8 :

2/ 1 4. ) 3 4

1 1 6 . 1 41, 3 . /4 0

/ 4 599- 1 139 4

2/ 1 4 599 1 1.

1 . 1 41 3 1 / 4 4 3 1 1 6 5/ 1 1 .2 1 - 2 1 2 / 2

0 4, 4 1 6 2 3 // /0

0:, 3 4 1 3 -/ 1 4 3 .1 4 0 4. . 2 1 0 3 / . 0 / 4 .1 4 / 3 4 4

0 2 1 6.

' . 2.15 1 M 0 (α ) 3 .

. 1 2/ 2 / 3 4 4 1 /0 1 1. 1 1 6:

r = 0.06; ryd = ryq = 5.0 ; x ydσ = x yqσ = 0.1; km = 0.1;

/0 3 1 : 2 . 1 .

.2 4 i f 0 = 1.0. # 1 / 0 / :8 .

/ 4: γ = 1.25α , γ = α γ = 0.8α ,

.1 : 3 4 4 1 /0 1

1 (α = 1.0 ). -/ 1, / 3 4 4

3 6 : 2/ 1 4

/ : 3 . 3 2 1 6. !, 2, 3 4 4 3 6 :

1 /0 1 . : 1 06 3 . : 3 2 0 /0 8 2/ 0 1 4.

4 M 0 (i f 0 ) / 4 /

3 4 4 2/ 2 //: 4 . 2.16. 3 1

1 6 3 4 3 8 1 /. #. 2.16, 3 ., 3 139 21, 1

/ 3 4 4 3 . 4 3 2 0

1 6 / 2/ 1 4

. ) 3 / /4 /0 /4

1 2. ', 1 4 139 4 21 ryd = ryq = 5.0 , . / . . 2.16, 2

2 4 . 1 0: / 2/ 1 4 1 3 . 3 2 1 06 4.

/ 4 21 .2 4 -

2 1 / 0 . 1 :8 4

. & 3 / /0 1 3 1 1 4 /4 4 . 2.17. 7 0 3 . / 4 21 .2 4

- 1 6 2 . 139 21. 3 1 1 6 :

2 . 1 . 1 21 .2 4 3 . 4 3 2 0 1 6 / 2/ 1 4 / : 4 2 1:

/0 1 1.

!. 3 8 , 3 . 1

M 0 (i f 0 ) , 1 / 0 1,

3 . 4 3 2 0 / 2/ 1 4 . 1 i f 0 / : 4.

/ . . 1, 1 06 1 3 4 4 , /

/ 4, 4 0 3 3 1 ..

3 . / / 1 3 / 0

/ 4 4 / 3 1 -

2 & 5/ 1 1 .2 1. 8 . . [32] 2 / 1, 11 . -/ 2 9 0

1 6 3 1 24. /0 2 /0

599 1, /0.

1 3 / 3 . 0 / 4. + / , / 4 -/ 2 3 1, 3 3 / 1

, 1 0 2 1. , 3 1, 2 / 4 / . / 4 0 2 1 3 4 8 :8 4 1 H ,

3 / 4 139 21, . 2.11 3 . :, 9 /0 / 4 4 3 1 / 4 1 . /0 / 2/4 0 4.

. .		%0																. .		%0
		III

	0.8										2		3					0.8		III												3





	0.4					1												0.4												2
	0.4													if0				0.4

																								1											if0
	0

											II							0

				0.4			0.8							. .
																						0.4					0.8								. .



-0.4

																	-0.4
										I



-0.8																															I
		III															-0.8														I




																				III
																				III


								)																				2)

#. 2.16. 7 1 2/ /
3 4 4 1 /0 1 1: 1 – U = 1/1.2; 2 – U = 1;
		3 – U = 1/0.8; ) ryd = ryq = 1000; 2) ryd = ryq = 5.0

	. .		%0			1										. .			%0
	. .		%0			1										. .			%0				1


	0.8								2			3				0.8										2
	0.8								2			3				0.8										2				3
																														3
													4
	0.4												4
	0.4															0.4																4
																0.4																4
															α
															α																			α
	0																																	α
	0															0
				0.4				0.8						. .		0
				0.4				0.8						. .							0.4				0.8								. .
																					0.4				0.8								. .
	-0.4
	-0.4															-0.4
																-0.4

	-0.8
	-0.8															-0.8
																-0.8
					)																			2)
					)																			2)
		#. 2.17.						/ 4 21 .2 4																					2/
		2 3 1 3 /: 1 – if0 =1.5;

2 – if0 =1.0; 3 – if0 =0.5; 4 – if0 =0.

) =0; 2) = 0.1; - - 1 4; - - 3 /. 4

2 28 4 3 / . /0 1 / 0

1./ 2 & 5/ 1 1 .2 1 / 3

. 1 /4

0: 8 4 1 -3 3 . 0, 3 /0. 4 8 . 4

3 /.

2.+ 3 4 4, 3 / 3 6

1 6 3 . 1: /

21 .2 4 6 4

3 / 3 4 3 6 :

4 . 4 / 2 8 4

(1 :), 0 4 0

& 1 3 . /0 1 / 2 41.

3.3 1 1 6 1 / . / 0 33. 33 3 1 / 4 /0 - 3 1:

3 / 4 , 1 4 3 4 4 8 :8 4 1 599- 1 139 4. & 4 33 3 1 / 4

- , 1 / 3 . : 3 2 0 1 6. 5 33 4 4

/0 3 1.

4.' 2 / 8 / 4 -

3 1 . :

3 / 4 21 . ! 1 06,

3 /, 1 06 4 0 . 4

/ 2.

5.7 /0 / 4 3 6

1 6 1 : 3

139 . 1 139, 1 4 :8 1

599-1.

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