jlohit
31st October 2006, 12:54 PM
Hi Gurus ,
Sorry for not coming any later than this. I have a basic routing problem to code in Lingo . Is there anybody who can help to write an Objective function for this problem , or code that in LINGO ?.. atleast your advice will be highly helpful for me.
Products : A,B,C
Profit per product : $10 , $15 , $13
Operations : O1,O2,O3,O4
Time for Operations : 2min , 3 min , 4 min , 3min
Resource : R1, R2 , R3
Capacity of resource : 100 min , 120 min, 110 min
Routing : Product A : O2 --> O3 ----> O4
Product B : O1 ---> O2 ----> O4
Product C : O3 --->O4
Resources used for Operation :
R1( O1,O2)
R2(O1,O2,O3,O4)
R3(O1,O2,O3,O4)
May be we should consider the Period factor into this problem , like the same resource cannot be simultaneiusly used to produce two different products.
Output should may give us the maximum no of products it can produce and maximize the profits .
Thanks a lot for your help ..
Sorry for not coming any later than this. I have a basic routing problem to code in Lingo . Is there anybody who can help to write an Objective function for this problem , or code that in LINGO ?.. atleast your advice will be highly helpful for me.
Products : A,B,C
Profit per product : $10 , $15 , $13
Operations : O1,O2,O3,O4
Time for Operations : 2min , 3 min , 4 min , 3min
Resource : R1, R2 , R3
Capacity of resource : 100 min , 120 min, 110 min
Routing : Product A : O2 --> O3 ----> O4
Product B : O1 ---> O2 ----> O4
Product C : O3 --->O4
Resources used for Operation :
R1( O1,O2)
R2(O1,O2,O3,O4)
R3(O1,O2,O3,O4)
May be we should consider the Period factor into this problem , like the same resource cannot be simultaneiusly used to produce two different products.
Output should may give us the maximum no of products it can produce and maximize the profits .
Thanks a lot for your help ..





