- A company makes hundreds of products, but six of them (A, B, C, D, E,...
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- A company makes hundreds of products, but six of them (A, B, C, D, E, F) are considered "class A" items because they account for 90% of the company's revenues. Each product undergoes stages of production at five workstations. The five workstations must be positioned along a straight line in an assembly-line fashion to maximize space utilization. The demand for each product in a typical week is given in the table below, along with the sequence of workstations that each product must visit. a. Develop a flow matrix that shows the number of trips between each pair of workstations. b. Calculate the weights w = fycu(ru + 0.5 - (4 + 1)) from: (i) your flow values, (ii) the lengths below, (iii) clearances of 3 meters between adjacent workstations, and (iv) each cy is 1. c. Determine a single-row layout using the Modified Spanning Tree heuristic from class. Sequence of Workstations and Weekly Demand for Six Products Workstation Length (meters) Fast Food Sequence of Stages Demand (in Thousands) 20 1-2-5-3 100 2. 10 50 1-3-5 3 20 120 C 1-4-3-2 4 18 1-2-5 13 D. 4-1-2 E 150 1-2-3 - A company makes hundreds of products, but six of them (A, B, C, D, E, F) are considered "class A" items because they account for 90% of the company's revenues. Each product undergoes stages of production at five workstations. The five workstations must be positioned along a straight line in an assembly-line fashion to maximize space utilization. The demand for each product in a typical week is given in the table below, along with the sequence of workstations that each product must visit. a. Develop a flow matrix that shows the number of trips between each pair of workstations. b. Calculate the weights w = fycu(ru + 0.5 - (4 + 1)) from: (i) your flow values, (ii) the lengths below, (iii) clearances of 3 meters between adjacent workstations, and (iv) each cy is 1. c. Determine a single-row layout using the Modified Spanning Tree heuristic from class. Sequence of Workstations and Weekly Demand for Six Products Workstation Length (meters) Fast Food Sequence of Stages Demand (in Thousands) 20 1-2-5-3 100 2. 10 50 1-3-5 3 20 120 C 1-4-3-2 4 18 1-2-5 13 D. 4-1-2 E 150 1-2-3
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Required solution Ans a The flow matrix between workstations are given as follows To From 1 2 3 4 5 ... View the full answer
Related Book For
Discrete and Combinatorial Mathematics An Applied Introduction
ISBN: 978-0201726343
5th edition
Authors: Ralph P. Grimaldi
Posted Date:
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