Production and Operations Analysis, Seventh Edition
Production and Operations Analysis, Seventh Edition
7th Edition
ISBN: 9781478623069
Author: Steven Nahmias, Tava Lennon Olsen
Publisher: Waveland Press, Inc.
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Chapter 9.6, Problem 10P

A

Summary Introduction

Interpretation: The sequence of the jobs is to be determined in order to minimize mean flow time.

Concept Introduction: The activities under a project are programmed based on the needs of the individual and attaining ease is the priority of the individual. The mean flow time is the average time that a task takes to be processed within a computer system.

B

Summary Introduction

Interpretation:The sequence of the jobs is to be determined in order to minimize the number of tardy jobs.

Concept Introduction: The activities under a project are programmed based on the needs of the individual and attaining ease is the priority of the individual.Tardiness is the delay in executing a certain job to be executed within a computer system.

C

Summary Introduction

Interpretation: The sequence of the jobs is to be determined in order to minimize maximum lateness.

Concept Introduction: The activities under a project are programmed based on the needs of the individual and attaining ease is the priority of the individual.The EDD rule will be aiding for minimizing the maximum lateness of the project.

D

Summary Introduction

Interpretation:The sequence of the jobs in order to determine the make span for any sequence.

Concept Introduction: In the manufacturing process, the difference between beginning and the ending of a sequence of jobs or tasks is referred to as the make span.

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The framing department has five jobs waiting to be processed. It is now time zero and all jobs are ready to begin. Each has only one operation remaining. All jobs arrived at the same time, and FCFS begins with job a, then b, etc. Processing Time (days) Due Date (days) Jobs a b C d e A B On day 9 On day 13 If the Earliest Due Date (EDD) rule is used, when will job a be finished? On day 17 4 On day 19 6 2 7 8 8 7 9 6 14
Five jobs are planned to be scheduled. Each of the jobs must be processed on three machines (A, B, and C) in the same order. The processing times are listed below. Use Johnson's Rule to determine the optimal sequence of jobs. Job B 16 10 11 10 14 20 12 3 10 8 4 1 O a) 3-1-2-4-5 O b) Johnson's Rule is not an Optimal Technique O c) 1-2-3-4-5 O d) 5-4-3-1-2 O e) 5-4-3-2-1 O) 5-4-2-1-3 O e) 5-4-2-3-1 2345
Three jobs are to be scheduled on two machines A and B. Assume that the jobs are processed in the sequence A-B (A has to finish the job before B can continue the job). The processing times are:   Job A B 1 5 4 2 7 7 3 3 5 Draw a Gantt chart that shows the schedule corresponding to the sequence 1-2-3 of the jobs.
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