An Optimal Scheduling Method for Multi-type Cable Processing
A technology for optimizing scheduling and cables, applied in data processing applications, instruments, artificial life, etc., can solve problems such as finding accurate solutions, and achieve the effect of improving the quality of speed and solution and increasing the diversity of individuals
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Embodiment 1
[0049] Embodiment 1: as Figure 1-2 As shown, an optimal scheduling method for multi-type cable processing, the scheduling model and optimization objective are determined by determining the cable processing sequence, and the optimization objective is optimized using the cuckoo algorithm; the scheduling model is based on the maximum completion time and carbon emissions. OK, the optimization objective is the maximum completion time C max and carbon emissions TCE:
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[0054] C max =C(j n ,m) (5)
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[0056] Where: n∈Z + , represents the scale of the problem, understood as the type of cable; m represents the number of machines; s represents the processing speed of the machine, j i Indicates the workpiece at the i-th position in the workpiece sorting, Indicates the standard processing time of the workpiece at position i on machine k; Indicates the processing speed of the workpiece at the i-th position on the machine k;...
Embodiment 2
[0069] Embodiment 2: as Figure 1-2 As shown, an optimal scheduling method for multi-type cable processing. A factory received a batch of processing orders for 10 different specifications of cables with the same length. The processing of each cable includes monofilament drawing, monofilament annealing, and conductor stranding. , insulation extrusion and cabling are 5 steps, these 5 steps correspond to processing on 5 different machines, so the scale of the problem can be expressed as 10_5. The processing parameters of the five steps of each cable are shown in Table 1. The data in Table 1 represent the time required for each cable in each processing step, that is, in the formula The data in Table 2 represent the speed of each machine when processing different cables, that is, in the formula There are 3 processing speeds for 5 machines this time. The data in Table 3 represent the energy consumption of each machine at different speeds, that is, PP in the formula k,v .
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