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Based on the description and analysis, the problem is formulated as a mixed-integer programming model with the objective of minimizing the cycle time.
The objective of the job scheduling policy is minimizing the cycle time of the last job scheduled in the pipeline of a given family of jobs.
Hence, a bi-criteria nonlinear integer programming model is developed which comprises two inconsistent objective functions: minimizing the cycle time and minimizing the machine total costs.
The method was partially automated and successfully employed along with a commercial Virtual Manufacturing package integrated with an in-house developed GA-based sequence optimizer and applied to the sequence optimization in minimizing the cycle time of the robotic spot welding operations for a sheet-metal assembly found in automotive industry.
In this part, objective functions are minimizing the cycle time, minimizing the number of workstations, and maximizing the line efficiencies.
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By making various adjustments, it is possible to minimize the cycle, but it can never be eliminated entirely.
It is the designer's objective to minimize all of these losses without prejudicing first cost or reliability, and also to minimize the cycle loss: that is, the heat rejected to exhaust.
The developed numerical code aims at optimizing the molding parameters like the positioning of the points of injection and the vents and determining the optimal pressures of injection to minimize the cycle times.
ALWABP-2 arises when task times differ depending on operator skills and concerns with the assignment of tasks and operators to stations in order to minimize the cycle time.
This study is the first to consider a bicriteria model which determines the allocation of the operations to the machines, the processing times of the operations on the machines, and the robot move sequence that jointly minimize the cycle time and the total manufacturing cost.
The performance optimization problem of pipelined circuits is to maximize the clocking rate or equivalently minimize the cycle time of the circuit.
More suggestions(15)
minimizing the life
minimizing the frequency
minimize the cycle
reduced the cycle
limit the cycle
reduce the cycle
minimizing the secondary
minimizing the query
minimizing the processing
minimizing the level
minimizing the impact
minimizing the number
minimizing the attrition
minimizing the damage
minimizing the incidence
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