-
Notifications
You must be signed in to change notification settings - Fork 0
/
Copy pathProblem M2.lp
120 lines (119 loc) · 6.22 KB
/
Problem M2.lp
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20
21
22
23
24
25
26
27
28
29
30
31
32
33
34
35
36
37
38
39
40
41
42
43
44
45
46
47
48
49
50
51
52
53
54
55
56
57
58
59
60
61
62
63
64
65
66
67
68
69
70
71
72
73
74
75
76
77
78
79
80
81
82
83
84
85
86
87
88
89
90
91
92
93
94
95
96
97
98
99
100
101
102
103
104
105
106
107
108
109
110
111
112
113
114
115
116
117
118
119
120
\Problem name: ilog.cplex
Minimize
obj: 500.555432543234 Route_1_(4_9_10_12_11_2)
+ 50.0555432543234 Route_2_(4_9_11_2)
+ 60.0521694210452 Route_3_(4_9_10_12_3)
+ 600.521694210452 Route_4_(4_9_11_12_3)
+ 30.0299422341077 Route_5_(4_9_10_5)
+ 60.0316459069539 Route_6_(5_10_12_11_2)
+ 600.316459069538 Route_7_(5_10_9_11_2)
+ 50.0444946802571 Route_8_(5_10_12_3)
+ 500.444946802571 Route_9_(5_10_9_11_12_3)
+ 30.0318636642911 Route_10_(5_10_9_4)
+ 20.0212908085025 Route_11_(6_7_1)
+ 700.784374595785 Route_12_(6_7_9_10_12_11_2)
+ 70.0784374595785 Route_13_(6_7_9_11_2)
+ 700.784374595785 Route_14_(6_8_10_12_11_2)
+ 700.784374595785 Route_15_(6_8_10_9_10_12_11_2)
+ 700.784374595785 Route_16_(6_8_10_9_11_2)
+ 700.699351500718 Route_17_(6_7_9_10_12_3)
+ 700.699351500718 Route_18_(6_7_9_11_12_3)
+ 70.0699351500718 Route_19_(6_8_10_12_3)
+ 700.699351500718 Route_20_(6_8_10_5_10_12_3)
+ 700.699351500718 Route_21_(6_8_10_9_10_12_3)
+ 400.437719014462 Route_22_(6_5_10_9_4)
+ 40.0437719014462 Route_23_(6_7_9_4)
+ 400.437719014462 Route_24_(6_8_10_5_10_9_4)
+ 400.437719014462 Route_25_(6_8_10_9_4)
+ 400.477079631344 Route_26_(6_5)
+ 400.477079631344 Route_27_(6_7_9_10_5)
+ 40.0477079631344 Route_28_(6_8_10_5)
Subject To
Positiveness_Route_22_(6_5_10_9_4): Route_22_(6_5_10_9_4) >= 0
Positiveness_Route_23_(6_7_9_4): Route_23_(6_7_9_4) >= 0
Positiveness_Route_24_(6_8_10_5_10_9_4): Route_24_(6_8_10_5_10_9_4) >= 0
Positiveness_Route_25_(6_8_10_9_4): Route_25_(6_8_10_9_4) >= 0
Positiveness_Route_8_(5_10_12_3): Route_8_(5_10_12_3) >= 0
Positiveness_Route_9_(5_10_9_11_12_3): Route_9_(5_10_9_11_12_3) >= 0
Positiveness_Route_17_(6_7_9_10_12_3): Route_17_(6_7_9_10_12_3) >= 0
Positiveness_Route_18_(6_7_9_11_12_3): Route_18_(6_7_9_11_12_3) >= 0
Positiveness_Route_19_(6_8_10_12_3): Route_19_(6_8_10_12_3) >= 0
Positiveness_Route_20_(6_8_10_5_10_12_3): Route_20_(6_8_10_5_10_12_3) >= 0
Positiveness_Route_21_(6_8_10_9_10_12_3): Route_21_(6_8_10_9_10_12_3) >= 0
Positiveness_Route_12_(6_7_9_10_12_11_2): Route_12_(6_7_9_10_12_11_2) >= 0
Positiveness_Route_13_(6_7_9_11_2): Route_13_(6_7_9_11_2) >= 0
Positiveness_Route_14_(6_8_10_12_11_2): Route_14_(6_8_10_12_11_2) >= 0
Positiveness_Route_15_(6_8_10_9_10_12_11_2): Route_15_(6_8_10_9_10_12_11_2)
>= 0
Positiveness_Route_16_(6_8_10_9_11_2): Route_16_(6_8_10_9_11_2) >= 0
Positiveness_Route_6_(5_10_12_11_2): Route_6_(5_10_12_11_2) >= 0
Positiveness_Route_7_(5_10_9_11_2): Route_7_(5_10_9_11_2) >= 0
Positiveness_Route_26_(6_5): Route_26_(6_5) >= 0
Positiveness_Route_27_(6_7_9_10_5): Route_27_(6_7_9_10_5) >= 0
Positiveness_Route_28_(6_8_10_5): Route_28_(6_8_10_5) >= 0
Positiveness_Route_1_(4_9_10_12_11_2): Route_1_(4_9_10_12_11_2) >= 0
Positiveness_Route_2_(4_9_11_2): Route_2_(4_9_11_2) >= 0
Positiveness_Route_10_(5_10_9_4): Route_10_(5_10_9_4) >= 0
Positiveness_Route_5_(4_9_10_5): Route_5_(4_9_10_5) >= 0
Positiveness_Route_11_(6_7_1): Route_11_(6_7_1) >= 0
Positiveness_Route_3_(4_9_10_12_3): Route_3_(4_9_10_12_3) >= 0
Positiveness_Route_4_(4_9_11_12_3): Route_4_(4_9_11_12_3) >= 0
OD_6_4: Route_22_(6_5_10_9_4) >= 2419.2
OD_6_3: Route_17_(6_7_9_10_12_3) >= 0
OD_6_2: Route_12_(6_7_9_10_12_11_2) >= 3024
OD_6_5: Route_26_(6_5) >= 726
OD_4_5: Route_5_(4_9_10_5) >= 1330.8
OD_6_1: Route_11_(6_7_1) >= 604.8
OD_4_2: Route_1_(4_9_10_12_11_2) >= 967.2
OD_4_3: Route_4_(4_9_11_12_3) >= 604.8
OD_5_4: Route_10_(5_10_9_4) >= 0
OD_5_3: Route_9_(5_10_9_11_12_3) >= 604.8
OD_5_2: Route_7_(5_10_9_11_2) >= 1814.4
Arc_11_12: Route_18_(6_7_9_11_12_3) >= 330
Arc_12_3: Route_17_(6_7_9_10_12_3) >= 100
Arc_4_9: Route_4_(4_9_11_12_3) >= 604.8
Arc_6_5: Route_26_(6_5) >= 726
Arc_7_9: Route_12_(6_7_9_10_12_11_2) >= 3024
Arc_8_10: Route_14_(6_8_10_12_11_2) >= 550
Arc_10_9: Route_15_(6_8_10_9_10_12_11_2) >= 1650
Arc_5_10: Route_20_(6_8_10_5_10_12_3) >= 2200
Arc_10_5: Route_20_(6_8_10_5_10_12_3) >= 2200
Arc_6_8: Route_14_(6_8_10_12_11_2) >= 550
Arc_11_2: Route_12_(6_7_9_10_12_11_2) >= 3024
Arc_7_1: Route_11_(6_7_1) >= 604.8
Arc_9_10: Route_12_(6_7_9_10_12_11_2) >= 3024
Arc_12_11: Route_12_(6_7_9_10_12_11_2) >= 3024
Arc_6_7: Route_12_(6_7_9_10_12_11_2) >= 3024
Arc_9_11: Route_16_(6_8_10_9_11_2) >= 5390
Arc_9_4: Route_22_(6_5_10_9_4) >= 2419.2
Arc_10_12: Route_12_(6_7_9_10_12_11_2) >= 3024
Bounds
0 <= Route_1_(4_9_10_12_11_2) <= 2147483647
0 <= Route_2_(4_9_11_2) <= 2147483647
0 <= Route_3_(4_9_10_12_3) <= 2147483647
0 <= Route_4_(4_9_11_12_3) <= 2147483647
0 <= Route_5_(4_9_10_5) <= 2147483647
0 <= Route_6_(5_10_12_11_2) <= 2147483647
0 <= Route_7_(5_10_9_11_2) <= 2147483647
0 <= Route_8_(5_10_12_3) <= 2147483647
0 <= Route_9_(5_10_9_11_12_3) <= 2147483647
0 <= Route_10_(5_10_9_4) <= 2147483647
0 <= Route_11_(6_7_1) <= 2147483647
0 <= Route_12_(6_7_9_10_12_11_2) <= 2147483647
0 <= Route_13_(6_7_9_11_2) <= 2147483647
0 <= Route_14_(6_8_10_12_11_2) <= 2147483647
0 <= Route_15_(6_8_10_9_10_12_11_2) <= 2147483647
0 <= Route_16_(6_8_10_9_11_2) <= 2147483647
0 <= Route_17_(6_7_9_10_12_3) <= 2147483647
0 <= Route_18_(6_7_9_11_12_3) <= 2147483647
0 <= Route_19_(6_8_10_12_3) <= 2147483647
0 <= Route_20_(6_8_10_5_10_12_3) <= 2147483647
0 <= Route_21_(6_8_10_9_10_12_3) <= 2147483647
0 <= Route_22_(6_5_10_9_4) <= 2147483647
0 <= Route_23_(6_7_9_4) <= 2147483647
0 <= Route_24_(6_8_10_5_10_9_4) <= 2147483647
0 <= Route_25_(6_8_10_9_4) <= 2147483647
0 <= Route_26_(6_5) <= 2147483647
0 <= Route_27_(6_7_9_10_5) <= 2147483647
0 <= Route_28_(6_8_10_5) <= 2147483647
End