Optimization of Air Transport Process
| Type of study | Follow-up Master |
|---|---|
| Language of instruction | Czech |
| Code | 342-0698/02 |
| Abbreviation | OPLD |
| Course title | Optimization of Air Transport Process |
| Credits | 3 |
| Coordinating department | Institute of Transport |
| Course coordinator | doc. Ing. Dušan Teichmann, Ph.D. |
Subject syllabus
1. Optimization of the destination portfolio of a regional airport.
2. Hub and spoke system and its use in creating a route network of network air carriers.
3. Searching for transport routes with a minimum number of transfers, analysis of transfer rates in airline networks.
4. Time coordination of flights at hub airports.
5. Minimization of the number of check-in counters at the airport I - heuristic solution (graph coloring).
6. Minimization of the number of check-in counters at the airport II - model (graph coloring).
7. Optimization of aircraft fleet deployment.
8. Flow problems in transport networks (interval-valued networks).
9. Optimization problem of flight coverage by a minimum number of aircraft - method for finding the minimum flow.
10. Optimization problem of flight coverage by a minimum number of aircraft - mathematical model.
11. Optimization problem Gate Assignment Problem.
12. Optimization problem Aicraft Landing Problem.
13. Reserve.
2. Hub and spoke system and its use in creating a route network of network air carriers.
3. Searching for transport routes with a minimum number of transfers, analysis of transfer rates in airline networks.
4. Time coordination of flights at hub airports.
5. Minimization of the number of check-in counters at the airport I - heuristic solution (graph coloring).
6. Minimization of the number of check-in counters at the airport II - model (graph coloring).
7. Optimization of aircraft fleet deployment.
8. Flow problems in transport networks (interval-valued networks).
9. Optimization problem of flight coverage by a minimum number of aircraft - method for finding the minimum flow.
10. Optimization problem of flight coverage by a minimum number of aircraft - mathematical model.
11. Optimization problem Gate Assignment Problem.
12. Optimization problem Aicraft Landing Problem.
13. Reserve.
Literature
Advised literature
DELAHAYE, D.; PUECHMOREL, S.: Modeling and Optimization of Air Traffic. Wiley, 2013, 352 s. ISBN 978-1-118-74371-3
HU, Y.; WANG, S.; ZHANG., S.; LI, Z. Review of optimization problems, models and methods for airline disruption management from 2010 to 2024. Harbin: Harbin Engineering University - School of Economics and Management
www.maxapress.com/data/article/dts/preview/pdf/dts-0024-0022.pdf
HU, Y.; WANG, S.; ZHANG., S.; LI, Z. Review of optimization problems, models and methods for airline disruption management from 2010 to 2024. Harbin: Harbin Engineering University - School of Economics and Management
www.maxapress.com/data/article/dts/preview/pdf/dts-0024-0022.pdf