Material Handling and Product Optimality of an Educational Institution Bakery Using Integer Programming

Adebayo Tolulope Adedugba, O. Olaleke, K. Adeyemo, Busola E. Kehinde
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引用次数: 3

Abstract

This study presents a numerical analysis for enhancing material handling allotment and deciding whether to produce or not in a bread production section of an educational institution. The study utilized 0/1 and real variables by the means of integer linear programming. In line with this, integer linear programming was applied in a bread production plant that produces three brands of bread, such as, medium size (x1), huge size (x2), and small size (x3). The discoveries using 0/1 variable shows that x1 = x2 = x3 = 1 while Z = 80 Naira. Hence, the item mix of bread is optimal, and production can continue. The result obtained utilizing real variable demonstrated that x1 (medium-size bread) = 649, x2 (huge-size bread) = 0, x3 (small-size bread) = 145, Z=18,388 Naira. In this manner the material handling allotment was optimized to obtain a profit of 18,388 Naira. Consequently, the organization should produce more medium-size bread (x1), more small-size bread (x3), and less huge-size bread (x2).
基于整数规划的教育机构烘焙物料处理与产品优化
本研究针对某教育机构面包生产部门如何提高物料搬运分配及决定是否生产进行了数值分析。本研究采用整数线性规划的方法,利用0/1变量和实变量。据此,将整数线性规划应用于生产中号(x1)、大号(x2)、小号(x3)三种面包品牌的面包生产厂。使用0/1变量的发现表明,x1 = x2 = x3 = 1, Z = 80奈拉。因此,面包的产品组合是最优的,生产可以继续。利用实变量得到的结果表明:x1(中型面包)= 649,x2(大型面包)= 0,x3(小型面包)= 145,Z=18,388 Naira。通过这种方式,优化了物料处理分配,获得了18,388奈拉的利润。因此,组织应该生产更多的中号面包(x1),更多的小号面包(x3),更少的大号面包(x2)。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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