Objective of the course – aims of the course unit:
The aim of the course is to acquaint students with principles of hydraulics of open channels. The students will obtain knowledge about nonuniform steady flow and unsteady flow, about transport and dispersion of conservative component in rivers and about transport of sediment.
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Objective of the course – learning outcomes and competences:
Students complete goal of this course which include getting up principles of flow in the open channels. Also students get experience in flow in the open channels through term projects.
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Prerequisites:
Mathematics, Physics, Hydraulics, Hydrology
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Course contents (annotation):
Solution of the open channel hydraulics problems (uniform and nonuniform steady flow, unsteady flow, stability of the bottom and banks of the channel, pollution propagation), solution using nowadays software of open channel flow and advection-dispersion (HEC-RAS, MIKE11).
Software application, demonstration of case studies.
Hydraulic solution of the structures appearing on channels (bed drops, weirs, bridges, culverts).
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Teaching methods and criteria:
n. a.
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Assesment methods and criteria linked to learning outcomes:
Requirements for successful completion of the subject are specified by guarantor’s regulation updated for every academic year.
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Course curriculum:
1. Introduction, purposes of modelling
2. Types of flow (uniform, nonuniform, steady flow, unsteady flow)
3.-4. Mathematical formulation of 1D flow problem
5.-6. Mathematical formulation of sediment transport and bed stability
7. Mathematical formulation of advection and dispersion
8. Numerical solution
9.-10.Structures on streams (bridges, culverts)
11. Structures on streams (drops, weirs)
12. Protection walls (stability, safety)
13. Pollution transport in the river network
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Specification of controlled education, way of implementation and compensation for absences:
Extent and forms are specified by guarantor’s regulation updated for every academic year.
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Recommended reading:
Boor, Kunštátský, Patočka: Hydraulika pro vodohospodářské stavby. SNTL Praha 1968 Havlík, Ingeduld, Vaněček, Zeman: Matematické modelování neustáleného proudění. ČVUT Praha 1992 Chow, Ven Te: Open-channel hydraulics. McGraw-Hill 1959 Říha a kol.: Matematické modelování hydrodynamických a disperzních jevů. PCDIR Brno 1997 Subhash C.Jain: Open - Chanel Flow. John Wiley and Sons,Inc. 2001
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