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Last update: Isoz Martin Ing. Ph.D. (14.05.2019)
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Last update: Isoz Martin Ing. Ph.D. (14.05.2019)
Students will be able to numerically solve models involving mass, heat and momentum transfer, to formulate simple optimal control problems and to design solution methods for the formulated problems. |
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Last update: Isoz Martin Ing. Ph.D. (14.05.2019)
R: Kubíček M.: Optimalizace inženýrských procesů. SNTL Praha 1986. ISBN 05-098-86 A: Individually according to the project orientation. |
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Last update: Kubová Petra Ing. (01.05.2019)
http://www.vscht.cz/mat/Ang/indexAng.html |
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Last update: Kubová Petra Ing. (01.05.2019)
Lectures and exercise classes. |
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Last update: Isoz Martin Ing. Ph.D. (14.05.2019)
1. Mathematical modeling of heat and mass transfer. 2. Mathematical modeling of momentum transfer – Navier-Stokes equations. 3. Models formulated as partial differential equations and their numerical solution. 4. Control of processes involving mass, heat and momentum transfer. 5. Mathematical models with concentrated parameters – systems of ordinary differential equations. Their solution methods. 6. Maximum principle. 7. Formulation of problem and necessary conditions. 8. Control synthesis. 9. Problem with moving ends and transversality conditions. 10. Chemical engineering formulation. 11. Optimal temperature profile in chemical reactor. 12. Numerical algorithms for optimal control. 13. Gradient method in functional space. 14. Methods for optimal control problems for partial differential equations. |
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Last update: Borská Lucie RNDr. Ph.D. (14.05.2019)
Students are expected to have either completed the prerequisite courses Mathematics A and Mathematics B or possess the equivalent knowledge prior to enrolling in the course. |
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Last update: Borská Lucie RNDr. Ph.D. (14.05.2019)
No requirements. |