Computation of the Optimal Process Mean and the Upper Limit for a Canning Problem

Abstract

A canning problem where a random fill of an expensive ingredient depends on the process mean setting is considered in this study. To maximize the expected profit for a given process constant, a canner needs to find the best process mean setting and the upper limit on the fill. A computer program is developed that calculates the desired optimal values.

• Optimum Target Value
• Process Control Economics
• Process Optimization

Additional information

Notes on contributors

Damodar Y. Golhar

Dr. Golhar is an Assistant Professor in the Department of Management.