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The Optimum Upper Screening Limit and Optimum Mean Fill Level to Maximize Expected Net Profit in the Canning Problem for the Uniform Distribution

机译：最佳上部筛选限制和最佳平均填充水平，以最大化罐头问题的预期净利润，以均匀分布

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The “canning problem” occurs when a process has a minimum specification such that any product produced below that minimum incurs a scrap/rework cost and any product over the minimum incurs a “give-away” cost. To maximize net profit, an optimum upper screening limit and an optimum value for the mean fill level is found using a creening net profit model with a fixed selling price, a linear cost to produce, and fixed reprocessing costs with the Uniform probability density function.

机译：当一个过程具有最低规格时，会发生“罐头问题”，以使得下面的任何产品产生的任何产品都会引发废料/返工成本和最小值的任何产品，就会出现“放弃”成本。为了最大限度地提高净利润，使用具有固定销售价格的味道净利润模型，生产线性成本和固定的概率密度函数的线性成本，最佳上层筛选限制和平均填充水平的最佳值。

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《IIE Annual Conference Exposition》|2006年||共7页
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作者
Victoria Jordan; Saeed Maghsoodloo;
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正文语种
中图分类工业企业组织与管理;
关键词
Canning problem; process optimization; target set point; Uniform distribution;

机译：罐头问题;过程优化;目标设定点;均匀分布;

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The Optimum Upper Screening Limit and Optimum Mean Fill Level to Maximize Expected Net Profit in the Canning Problem for the Uniform Distribution

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