Workshop scheduling method for Job-shop discrete production
A discrete, workshop technology that can be used in instruments and other directions to solve problems such as minimal optimization effects
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Embodiment 1
[0143] Example 1: Scheduling of 4 devices and 5 tasks.
[0144] The objects of scheduling and scheduling are 4 devices and 5 tasks, and the scheduled delivery dates of the 5 tasks are the 35th, 40th, 45th, 35th, and 45th hours respectively. The processing route matrix R and the processing time matrix T (the unit is set to hours) are known, and the equipment sequence matrix E is obtained by inverting the processing route matrix R. as r 23 = 3 means that task 3 processed on equipment 2 is arranged in the order of 3 on the task processing route, then e 33 =2 indicates that task 3 with the order of processing route 3 is processed on equipment 2. t 12 =12 means that the time consumed by task 2 processed on equipment 1 is 12. The processing time starts from 0, and the delivery time of task 1 to task 5 is the 35th, 40th, 45th, 35th, and 45th hours in turn. The three matrices R, E, and T are:
[0145] R = ...
Embodiment 2
[0182] Example 2: Production scheduling of 5 devices and 7 tasks.
[0183] The objects of production scheduling and scheduling are 5 devices and 7 tasks, which are put into production at 0 o'clock, but each device must wait for the processing tasks to be completed before it can start to accept the processing of these 7 tasks. The release time of the devices is from device 1 to The equipment 5 is {0, 3, 1, 3, 2} respectively, the processing route matrix R and the processing time matrix T (the unit is set to hours) are known, and the equipment sequence matrix E is obtained by inverting the processing route matrix R.
[0184] The matrices R, E and T are respectively:
[0185] R = 5 1 4 5 3 2 ...
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