Course unit
Planning and scheduling of production and logistics systems
Last updated: 26/09/2024
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Course Director(s):
KRAMER Arthur
General Description:
The objective of this course is to present the standard problems encountered when planning and scheduling production and logistics systems, their modeling and the associated solution methods.
Key words:
Scheduling
Production planning
Vehicle routing
Multicriteria scheduling
Number of teaching hours
30
Fields of study
Industrial engineering, Production, Logistics
Teaching language
French
English
Intended learning outcomes
| On completion of the unit, the student will be capable of: |
Classification level |
Priority |
| Mathematical modeling |
2. Understand |
Essential |
| Solution methods |
2. Understand |
Essential |
| Production planning and scheduling problems |
1. Knowledge |
Essential |
| Vehicle routing problems |
1. Knowledge |
Essential |
| Multicriteria scheduling |
2. Understand |
Important |
Learning assessment methods
|
Percentage ratio of individual assessment
|
Percentage ratio of group assessment
|
|
Written exam:
|
|
%
|
Project submission:
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|
%
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|
Individual oral exam:
|
100
|
%
|
Group presentation:
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|
%
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|
Individual presentation:
|
|
%
|
Group practical exercise:
|
|
%
|
|
Individual practical exercise:
|
|
%
|
Group report:
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|
%
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|
Individual report:
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%
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|
|
|
|
Other(s): %
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Programme and content
| Type of teaching activity |
Content, sequencing and organisation |
| Lectures |
Scheduling. - Theory of Scheduling;
- Components of a scheduling problem: Tasks, resources, constraints, criteria;
- Typology: Classification, classical problems and complexity;
- Modeling: Disjunctive graphs, integer linear programming;
- Solution approaches: Exact methods and heuristics;
- Multicriteria scheduling: Pareto optimization, epsilon-constraint, goal programming.
Production planning - Uncapacitated lot-sizing problems: Mathematical models and solution methods;
- Capacitated lot-sizing problems: Mathematical models and solution methods;
- Integration of lot-sizing and scheduling problems.
Vehicle routing - Traveling Salesman Problem: Mathematical models and solution methods;
- Vehicle Routing Problem and extensions: Mathematical models and solution methods.
|
| Exam |
Individual oral exam.
|