Материал: Прикладные задачи теории массового обслуживания.

a

2,6

2,7

2,8

2,9

m

0

9,25726-1

9,32794

-1

9,39190

-1 \

9,44977-1

1

7,32615-1

7,51340-1

7,68922

-1

7,85409-1

2

4,81570

-1

5,06376

-1

5,30546

-1

5,54037-1

3

2,63998

-1

2,85908

-1

3,08063-1

3,30377-1

4

1,22577-1

1,37092-1

1,52324-1

1,68223-1

5

4,90372-2

5,67317-2

6,51103-2

7,41738-2

6

1,71701-2

2,05695-2

2,44106-2

2,87167-2

7

5,33376-3

6,62117-3

8,13074-3

9,88451-3

8

1,48695-3

1,91363-3

2,43278-3

3,05783-3

9

3,75653-4

5,01365-4

6,60087-4

8,58122-4

10

8,67147-5

1,20054-4

1,63732-4

2,20207-4

11

1,84202-5

2,64590-5

3,73867-5

5,20294-5

12

3,62309-5

5,40024-6

7,90616-6

1,13865-5

13

6,63669-7

1,02649-6

1,55652-6

2,31995-6

1,82990-7

2,86585-7

4,41898-7

a

3,0

3,3

m

\

0

9,50213-1

9,54951-1

9,59238-1

9,63117-1

1

8,00852-1

8,15298

-1

8,28799-1

8,41402-1

2

5,76810

-1

5,98837

-1

6,20096-1

6,40574-1

3

3,52768

-1

3,75160-1

3,97480-1

4,19662-1

4

1,84737-1

2,01811-1

2,19387

-1

2,37410-1

5

8,39179

-2

9,43338

-2

1,05408

-1

1,17123-1

6

3,35085

-2

3,88042-2

4,46191

-2

5,09656-2

7

1,19045

-2

1,42125

-2

1,68298-2

1,97771-2

8

3,80299

-3

4,68323-3

5,71414

-3

6,91181—3

9

1,10249

-3

1,40092

-3

1,76189

-3

2,19454-3

10

2,92337-3

3,83409-4

4,97168-4

6,37845-4

11

7,13871-5

9,66543-5

1,29249-4

1,70836~4

12

1,61496

-5

2,25761-5

3,11374-5

4,24082-5

13

3,40243-6

4,91130-c

6,98688-6

90 80731—6

14

6,70902-7

9,99804-7

1,46676-6

2,12282-6

15

2,89132-7

4,32236-7

N v

a

3,4

3,5

3,6

3,7

m

\

0

9,66627-1

9,69803-1

9,72676-1

9,75276-1

1

8,53168-1

8,64112-1

8,74311-1

8,83799-1

2

6.60Г60-1

6,79153-1

6,97253-1

7,14567-1

3

4,41643-1

4,63367-1

4,84784-1

5,05847-1

4

2,55818-1

2,74555-1

2,93562-1

3,12781-1

5

1,29458-1

1,42386-1

1,55881-1

1,69912-1

6

5,78532-2

6,52881

-2

7,32734-2

8,18092-2

7

2,30739-2

2,67389

-2

3,07893-2

3,52407-2

8

8,29274-3

9,87366

-3

1,16714-2

1.37028-2

9

2,70873-3

3,31494

-3

4,02427-3

4,84834-3

10

8,10171-4

1,01239-3

1,27129-3

1,57218-3

11

2,23343-4

2,88992

-4

3,70322-4

4,70202-4

12

5,70746-5

7,59583

-5

1,00030-4

1,30425-4

13

1,35891-3

1,86030

-5

2,51798-5

3,37188-5

14

3,02831-6

4,26413-6

5,93266-6

8,16087-6

15

6,34536-7

9,18400

-6

1,31334-6

1,85658-6

16

2,73998-7

3,98708-7

a

3,8

3,9

4,0

4,1

m

0

9,77629-1

9,79758

-1

9,81684-1

9,83427-1

1

8,92620-1

9,00815

-1

9,08422-1

9,15479-1

2

7,31103-1

7,46875

-1

7,61897-1

7,76186-1

3

5,26515-1

5,46753

-1

5,66530-1

5,85818-1

4

3,32156-1

3,51635

-1

3,71163-1

3,90692-1

5

1,84444-1

1,29442-1

2,14870-1

2,30688-1

6

9,08924-2

1,00517-1

1,10674-1

1,21352-1

7

4,01074-2

4,54015-2

5,11336-2

5,73121-2

8

1,59845-2

1,85328-2

2,13634-2

2,44918-2

9

5,79928-3

6,88962-3

8,13224-3

9,54027-3

10

1,92889-3

2,34880-3

2,83977-3

3,41016-3

11

5,91853-4

7,38870-4

9,15230-4

1,12530-3

12

1,68457-4

2,15643-4

2,73718-4

3,44642-4

13

4,46947-5

5,86754-5

7,63292-5

9,84338-5

14

1,11022-5

1,49486-5

1,99325-5

2,63300-5

15

2,59209-6

3,57960-6

4,89343-6

6,62165-5

16

5,70944-7

8,08417-7

1,13365-6

1,57137-6

2,48998-7

3,53364-7

R (m ,

а)

т

4,2

4,3

4,4

4,5

0

9,85004-1

9,86431

-1

9,87723

-1

9,88891-1

1

9,22023-1

9,28087

-1

9,33702-1

9,38901-1

2

7,89762-1

8,02645

-1

8,14858

-1

8,26422-1

3

6,04597-1

6,22846

-1

6,40552

-1

6,57704-1

4

4,10173-1

4,29562-1

4,48816-1

4,67896-1

5

2,46857-1

2,63337

-1

2,80088-1

2,97070-1

6

1,32536-1

1,44210-1

1,56355—1

1,('8949—1

7

6,39433-2

7,10317

-2

7,85794-2

8,65835—2

8

2,79322-2

3,16984-2

3,58029

4,02573-2

9

1,11270-2

1,29058-2

7,48899-2

1,70927-2

10

4,06880-3

4,82495-3

5,68824

-3

6,66867-3

11

1,37386-3

1,66608-3

2,00756

-3

2,40428-3

12

4,30629-4

5,34158

-4

6,57981-4

8,05138-4

13

1,25893-4

1,59751-3

2,01199

-4

2,51588-4

14

3,44727-5

4,47550

-5

5,76390—5

7,36606-5

15

8,87489-6

1,17894-5

1,55280-5

2,02826-5

16

2,15547-6

2,92993-6

3,94754

-6

5,26998-6

17

4,95376-7

6,88990-7

9,50240-7

1,29605-6

3,02578-7

т

а

4,7

4,8

4,9

4,6

0

9,89948-1

9,90505-1

9,91770-1

9,92553-1

1

9,43710-1

9,48157-1

9,52267-1

9,56065-1

2

8,37361-1

8,47700-1

8,37461-1

8,66669—1

3

6,74294-1

6,90316-1

7,05770-1

7,20655-1

4

4,86766-1

5,05391-1

5,23741-1

5,41788-1

5

3,14240-1

3,31562-1

3,48994-1

3,66499-1

6

1,81971-1

1,95395-1

2,09195-1

2,23345-1

7

9,50510-2

1,03969-1

1,13334

-1

1,23138-1

8

4,50720-2

5,02559-2

5,58169

-2

6,17612-2

9

1,95271-2

2,22059

-2

2,51412

-2

2,'83448-2

10

7,77653~3

9,02234

-3

1,04168-2

1,19708-2

И

2,86263-3

3,38938

-3

3,99166-3

4,67696-3

Продолжение

а

4,6

4,7

4,8

4,9

т

12

9,78974-4

1,18314-3

1,42160

-3

1,69863

-3

13

3,12448-4

3,85498-4

4,72650-4

5,76031

-4

14

9,34469-5

1,17718-4

1,47297

-4

1,83121

-4

15

2,62865-5

3,36142-5

4,31837-5

5,47700

-5

16

6,97791-6

9,16727-6

1,19498-5

1,54626-5

17

1,75321-6

2,35313-6

3,13079

-6

4,13280

-6

18

4,18018-7

5,73884-7

7,79051

-7

1,04858-6

2,53174

-7

R

(т, а)

\ ч

а |

5,0

5,2

5,4

т

0

9,93262-1

9,94483-1

9,95483-1

1

9,59572—1

9,65797-1

9,71094-1

2

8,75348-1

8,91213-1

9,05242-1

3

7,34974-1

7,61935-1

7,86709-1

4

5,59507-1

5,93872-1

6,26689-1

5

3,84039-1

4,19087-1

4,53868-1

6

2,37817—1

2,67607-1

2,98329-1

7

1,33372-1

1,55078-1

1,78341-1

8

6,80936

-2

8,19350-2

9,73498-2

9

3,18281-2

3,96744-2

4,87549-2

10

1,36953

-2

1,76989-2

2,25137-2

И

5,45309

-3

7,31050-3

9,63164-3

12

2,01885

-3

2,80885-3

3,83471-3

13

6,97990

-3

1,00819-3

1,42675-3

14

2,26254

-4

3,39368-4

4,97971-4

15

6,90082

-5

1,07512-4

1,63609-4

16

1,98690-5

3,21584-5

5,07618-5

17

5,41625

-6

9,10915-6

1,49162-5

18

1,40161-6

2,45047-6

4,16255-6

19

3,45128-7

6,28090-7

1,10624-6

2,81041-7

R (m,

a)

a

5,6

5,8

6,0

j

6,2

m

\

0

9 , 96302-1

9 ,96972-1

9, 97521-1

9 , 97971-1

1

9, 75594-1

9 , 79413-1

9, 82649-1

9 , 85389-1

2

9, 17612-1

9, 28489-1

9, 38031-1

9 ,46382-1

3

8, 09378-1

8,30037-1

8, 48796-1

8, 65771-1

4

6, 57850-1

6, 87282-1

7, 14944-1

7,40823-1

5

4, 88139-1

5 , 21685-1

5 , 54320-1

5, 85887-1

6

3, 29742-1

3 , 61609-1

3, 93697-1

4, 25787-1

7

2, 03025-1

2, 28974-1

2, 56020-1

2 ,83984-1

8

1, 14322-1

1, 32814-1

1, 52763-1

1, 74086-1

9

5 , 91300-2

7, 08439-2

8, 39240-2

9, 83793-2

10

2 , 82222-2

3, 49014-2

4, 26209-2

5, 14410-2

11

1, 24873-2

1, 59499-2

2, 00920-2

2, 49848-2

12

5, 14434-3

6, 78996-3

8, 82748-3

1, 13158-2

13

1, 98122-3

2, 70323-3

3 , 62849-3

4, 79668-3

14

7, 15977-4

1, 01016-3

1,40035-3

1, 90967-3

15

2 ,43619-4

3 , 55503-4

5, 09099-4

7, 16366-5

16

7, 82932-5

1, 18191-4

1, 74878-4

2, 53961-4

17

2, 38331-5

3 , 72252-5

5, 69174-5

8, 53199-5

18

6 , 88992-6

1, 11363-5

1, 75973-5

2, 72323-5

19

1, 89616-6

3, 17235-6

5, 18041-6

8, 27742-6

20

4, 97908-7

8, 62798-7

1, 45535-6

2, 40140-6

3, 91054-7

6, 66580-7

a

6,4

6,6

6,8

7,0

m

\

0

9, 98338-1

9, 98640-1

9, 98886-1

9 , 99088-1

1

9, 87704-1

9, 89661-1

9 , 91313-1

9 , 92705-1

2

9 , 53676-1

9 , 60032-1

9 , 65562-1

9 , 70364-1

3

8, 81081-1

8, 94850-1

9, 07194-1

9 , 18235-1

4

7 , 64930-1

7, 87296-1

8, 07969-1

8 , 27008-1

5

6, 16256-1

6, 45327-1

6, 73023-1

6 , 99292-1

6

4, 57671-1

4, 89161-1

5 , 20084-1

5 , 50289—1

7

3 , 12679-1

3 , 41918—- i

3 , 71514-1

4 , 012861-1

8

1, 96785-1

2, 20443-1

2 , 45230-1

2 , 70909-1