BATCH SCHEDULING MODEL ON A THREE-STAGE FLOWSHOP WITH THE SEQUENCE OF JOB PROCESSOR BATCH PROCESSOR JOB PROCESSOR TO MINIMIZE TOTAL ACTUAL FLOW TIME
This study discusses a batch scheduling model on a three-stage flowshop with the sequence of job processor, batch processor, and job processor that process multiple items. In stage 1 products are processed with a common machine as a job processor, then in stage 2 different types of products can b...
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Format: | Theses |
Language: | Indonesia |
Online Access: | https://digilib.itb.ac.id/gdl/view/66817 |
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Institution: | Institut Teknologi Bandung |
Language: | Indonesia |
Summary: | This study discusses a batch scheduling model on a three-stage flowshop with the
sequence of job processor, batch processor, and job processor that process multiple
items. In stage 1 products are processed with a common machine as a job
processor, then in stage 2 different types of products can be processed
simultaneously with a common machine as a batch processor and the batch size is
limited by the capacity of the batch processor, and in stage 3 products are
processed based on the type of product with dedicated parallel machines as a job
processor. All finished products should be delivered at a common due date. The
performance criteria used in this study is the minimization of the total actual flow
time. The decision variables in this study are the number, size, sequence, starting
time of the production batch (vacuum, sterilization, and labeling).
Problems in a batch scheduling model on a three-stage flowshop with the sequence
of job processor batch processor job processor to minimize total actual flow
time are solved by developing a proposed algorithm and a heuristic algorithm. The
process of finding a solution with the proposed algorithm is carried out using the
enumeration process and using Lingo 19.0 software. The process of finding a
solution with the heuristic algorithm is carried out by first determining the number
and size of the batch, then determining the sequence of the batch with the help of
Lingo 19.0 software. The result of the numerical example with the proposed
algorithm shows that the model can be solved and produce the best solution. The
result of the numerical example with the heuristic algorithm does not guarantee
that the resulting solution is the best solution, but it could solve a larger problem
case. The results of model testing indicate that the model is sensitive to changes in
the number of demand parameter and the number of product type parameter, not
too sensitive to changes in the capacity of the batch processor parameter, and not
sensitive to changes in the due date parameter.
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