This file contains a set of 82 JSP test instances.
These instances are contributed to the OR-Library by
Dirk C. Mattfeld (email dirk@uni-bremen.de) and
Rob J.M. Vaessens (email robv@win.tue.nl).
o abz5-abz9 are from
J. Adams, E. Balas and D. Zawack (1988),
The shifting bottleneck procedure for job shop scheduling,
Management Science 34, 391-401.
o ft06, ft10, and ft20 are from
H. Fisher, G.L. Thompson (1963),
Probabilistic learning combinations of local job-shop scheduling rules,
J.F. Muth, G.L. Thompson (eds.),
Industrial Scheduling,
Prentice Hall, Englewood Cliffs, New Jersey,
225-251.
o la01-la40 are from
S. Lawrence (1984),
Resource constrained project scheduling: an experimental investigation of
heuristic scheduling techniques (Supplement),
Graduate School of Industrial Administration,
Carnegie-Mellon University, Pittsburgh, Pennsylvania.
o orb01-orb10 are from
D. Applegate, W. Cook (1991),
A computational study of the job-shop scheduling instance,
ORSA Journal on Computing 3, 149-156.
(they were generated in Bonn in 1986)
o swv01-swv20 are from
R.H. Storer, S.D. Wu, R. Vaccari (1992),
New search spaces for sequencing instances with application to job shop
scheduling,
Management Science 38, 1495-1509.
o yn1-yn4 are from
T. Yamada, R. Nakano (1992),
A genetic algorithm applicable to large-scale job-shop instances,
R. Manner, B. Manderick (eds.),
Parallel instance solving from nature 2,
North-Holland, Amsterdam,
281-290.
++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++
Each instance consists of a line of description, a line containing the
number of jobs and the number of machines, and then one line for each job,
listing the machine number and processing time for each step of the job.
The machines are numbered starting with 0.
+++++++++++++++++++++++++++++
instance abz5
+++++++++++++++++++++++++++++
Adams, Balas, and Zawack 10x10 instance (Table 1, instance 5)
10 10
4 88 8 68 6 94 5 99 1 67 2 89 9 77 7 99 0 86 3 92
5 72 3 50 6 69 4 75 2 94 8 66 0 92 1 82 7 94 9 63
9 83 8 61 0 83 1 65 6 64 5 85 7 78 4 85 2 55 3 77
7 94 2 68 1 61 4 99 3 54 6 75 5 66 0 76 9 63 8 67
3 69 4 88 9 82 8 95 0 99 2 67 6 95 5 68 7 67 1 86
1 99 4 81 5 64 6 66 8 80 2 80 7 69 9 62 3 79 0 88
7 50 1 86 4 97 3 96 0 95 8 97 2 66 5 99 6 52 9 71
4 98 6 73 3 82 2 51 1 71 5 94 7 85 0 62 8 95 9 79
0 94 6 71 3 81 7 85 1 66 2 90 4 76 5 58 8 93 9 97
3 50 0 59 1 82 8 67 7 56 9 96 6 58 4 81 5 59 2 96
+++++++++++++++++++++++++++++
instance abz6
+++++++++++++++++++++++++++++
Adams, and Zawack 10x10 instance (Table 1, instance 6)
10 10
7 62 8 24 5 25 3 84 4 47 6 38 2 82 0 93 9 24 1 66
5 47 2 97 8 92 9 22 1 93 4 29 7 56 3 80 0 78 6 67
1 45 7 46 6 22 2 26 9 38 0 69 4 40 3 33 8 75 5 96
4 85 8 76 5 68 9 88 3 36 6 75 2 56 1 35 0 77 7 85
8 60 9 20 7 25 3 63 4 81 0 52 1 30 5 98 6 54 2 86
3 87 9 73 5 51 2 95 4 65 1 86 6 22 8 58 0 80 7 65
5 81 2 53 7 57 6 71 9 81 0 43 4 26 8 54 3 58 1 69
4 20 6 86 5 21 8 79 9 62 2 34 0 27 1 81 7 30 3 46
9 68 6 66 5 98 8 86 7 66 0 56 3 82 1 95 4 47 2 78
0 30 3 50 7 34 2 58 1 77 5 34 8 84 4 40 9 46 6 44
+++++++++++++++++++++++++++++
instance abz7
+++++++++++++++++++++++++++++
Adams, Balas, and Zawack 15 x 20 instance (Table 1, instance 7)
20 15
2 24 3 12 9 17 4 27 0 21 6 25 8 27 7 26 1 30 5 31 11 18 14 16 13 39 10 19 12 26
6 30 3 15 12 20 11 19 1 24 13 15 10 28 2 36 5 26 7 15 0 11 8 23 14 20 9 26 4 28
6 35 0 22 13 23 7 32 2 20 3 12 12 19 10 23 9 17 1 14 5 16 11 29 8 16 4 22 14 22
9 20 6 29 1 19 7 14 12 33 4 30 0 32 5 21 11 29 10 24 14 25 2 29 3 13 8 20 13 18
11 23 13 20 1 28 6 32 7 16 5 18 8 24 9 23 3 24 10 34 2 24 0 24 14 28 12 15 4 18
8 24 11 19 14 21 1 33 7 34 6 35 5 40 10 36 3 23 2 26 4 15 9 28 13 38 12 13 0 25
13 27 3 30 6 21 8 19 12 12 4 27 2 39 9 13 14 12 5 36 10 21 11 17 1 29 0 17 7 33
5 27 4 19 6 29 9 20 3 21 10 40 8 14 14 39 13 39 2 27 1 36 12 12 11 37 7 22 0 13
13 32 11 29 8 24 3 27 5 40 4 21 9 26 0 27 14 27 6 16 2 21 10 13 7 28 12 28 1 32
12 35 1 11 5 39 14 18 7 23 0 34 3 24 13 11 8 30 11 31 4 15 10 15 2 28 9 26 6 33
10 28 5 37 12 29 1 31 7 25 8 13 14 14 4 20 3 27 9 25 13 31 11 14 6 25 2 39 0 36
0 22 11 25 5 28 13 35 4 31 8 21 9 20 14 19 2 29 7 32 10 18 1 18 3 11 12 17 6 15
12 39 5 32 2 36 8 14 3 28 13 37 0 38 6 20 7 19 11 12 14 22 1 36 4 15 9 32 10 16
8 28 1 29 14 40 12 23 4 34 5 33 6 27 10 17 0 20 7 28 11 21 2 21 13 20 9 33 3 27
9 21 14 34 3 30 12 38 0 11 11 16 2 14 5 14 1 34 8 33 4 23 13 40 10 12 6 23 7 27
9 13 14 40 7 36 4 17 0 13 5 33 8 25 13 24 10 23 3 36 2 29 1 18 11 13 6 33 12 13
3 25 5 15 2 28 12 40 7 39 1 31 8 35 6 31 11 36 4 12 10 33 14 19 9 16 13 27 0 21
12 22 10 14 0 12 2 20 5 12 1 18 11 17 8 39 14 31 3 31 7 32 9 20 13 29 4 13 6 26
5 18 10 30 7 38 14 22 13 15 11 20 9 16 3 17 1 12 2 13 12 40 6 17 8 30 4 38 0 13
9 31 8 39 12 27 1 14 5 33 3 31 11 22 13 36 0 16 7 11 14 14 4 29 6 28 2 22 10 17
+++++++++++++++++++++++++++++
instance abz8
+++++++++++++++++++++++++++++
Adams, Balas, and Zawack 15 x 20 instance (Table 1, instance 8)
20 15
0 19 9 33 2 32 13 18 10 39 8 34 6 25 4 36 11 40 12 33 1 31 14 30 3 34 5 26 7 13
9 11 10 22 14 19 5 12 4 25 6 38 0 29 7 39 13 19 11 22 1 23 3 20 2 40 12 19 8 26
3 25 8 17 11 24 13 40 10 32 14 16 5 39 9 19 0 24 1 39 4 17 2 35 7 38 6 20 12 31
14 22 3 36 2 34 12 17 4 30 13 12 1 13 6 25 9 12 7 18 10 31 0 39 5 40 8 26 11 37
12 32 14 15 1 35 7 13 8 32 11 23 6 22 4 21 0 38 2 38 3 40 10 31 5 11 13 37 9 16
10 23 12 38 8 11 14 27 9 11 6 25 5 14 4 12 2 27 11 26 7 29 3 28 13 21 0 20 1 30
6 39 8 38 0 15 12 27 10 22 9 27 2 32 4 40 3 12 13 20 14 21 11 22 5 17 7 38 1 27
11 11 13 24 10 38 8 15 9 19 14 13 5 30 0 26 2 29 6 33 12 21 1 15 3 21 4 28 7 33
8 20 6 17 5 26 3 34 9 23 0 16 2 18 4 35 12 24 10 16 11 26 7 12 14 13 13 27 1 19
1 18 7 37 14 27 9 40 5 40 6 17 8 22 3 17 10 30 0 38 4 21 12 32 11 24 13 24 2 30
11 19 0 22 13 36 6 18 5 22 3 17 14 35 10 34 7 23 8 19 2 29 1 22 12 17 4 33 9 39
6 32 3 22 12 24 5 13 4 13 1 11 0 11 13 25 8 13 2 15 10 33 11 17 14 16 9 38 7 24
14 16 13 16 1 37 8 25 2 26 3 11 9 34 4 14 0 20 6 36 12 12 5 29 10 25 7 32 11 12
8 20 10 24 11 27 9 38 5 34 12 39 7 33 4 37 2 31 13 15 14 34 3 33 6 26 1 36 0 14
8 31 0 17 9 13 1 21 10 17 7 19 13 14 3 40 5 32 11 25 2 34 14 23 6 13 12 40 4 26
8 38 12 17 3 14 13 17 4 12 1 35 6 35 0 19 10 36 7 19 9 29 2 31 5 26 11 35 14 37
14 20 3 16 0 33 10 14 5 27 7 31 8 16 6 31 12 28 9 37 4 37 2 29 11 38 1 30 13 36
11 18 3 37 14 16 6 15 8 14 12 11 13 32 5 12 1 11 10 29 7 19 4 12 9 18 2 26 0 39
11 11 2 11 12 22 9 35 14 20 7 31 4 19 3 39 5 28 6 33 10 34 1 38 0 20 13 17 8 28
2 12 12 25 5 23 8 21 6 27 9 30 14 23 11 39 3 26 13 34 7 17 1 24 4 12 0 19 10 36
+++++++++++++++++++++++++++++
instance abz9
+++++++++++++++++++++++++++++
Adams, Balas, and Zawack 15 x 20 instance (Table 1, instance 9)
20 15
6 14 5 21 8 13 4 11 1 11 14 35 13 20 11 17 10 18 12 11 2 23 3 13 0 15 7 11 9 35
1 35 5 31 0 13 3 26 6 14 9 17 7 38 12 20 10 19 13 12 8 16 4 34 11 15 14 12 2 14
0 30 4 35 2 40 10 35 6 30 14 23 8 29 13 37 7 38 3 40 9 26 12 11 1 40 11 36 5 17
7 40 5 18 4 12 8 23 0 23 9 14 13 16 12 14 10 23 3 12 6 16 14 32 1 40 11 25 2 29
2 35 3 15 12 31 11 28 6 32 4 30 10 27 7 29 0 38 13 11 1 23 14 17 5 27 9 37 8 29
5 33 3 33 6 19 12 40 10 19 0 33 13 26 2 31 11 28 7 36 4 38 1 21 14 25 9 40 8 35
13 25 0 32 11 33 12 18 4 32 6 28 5 15 3 35 9 14 2 34 7 23 10 32 1 17 14 26 8 19
2 16 12 33 9 34 11 30 13 40 8 12
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【车间调度】基于matlab遗传算法求解柔性车间调度问题【含Matlab源码 660期】.zip (11个子文件)
【车间调度】基于matlab遗传算法求解柔性车间调度问题【含Matlab源码 660期】
jobshop1.txt 120KB
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jobshop2.txt 14KB
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