Terminated in academic year 2000/2001

Mathematical Methods in Transport Phenomena

Type of study	Doctoral
Language of instruction	Czech
Code	714-0913/00
Abbreviation	MMPJ
Course title	Mathematical Methods in Transport Phenomena
Credits	10
Coordinating department	Department of Mathematics and Descriptive Geometry
Course coordinator	Fiktivní Uživatel

Course aims

Main study goals:
-to be acquainted with actual progress in this mathematical discipline,
-to extend needed theoretical knowledge with emphasized orientation to its applicability,
-to increase communication ability of specialists in different branches.
With regard to professional orientation of students learning themes modification is offered to fulfill presented aims.

Literature

Farrashkhalvat,J.P.: Tensor methods for engineers. Publ. Ellis Horwood, New
York, London 1990.
Bick,T.A.: Elementary boundary value problems. Marcel Dekker, New York 1993.
Crank,J.: The mathematics of diffusion. Oxford University Press, 1975.
Carrier,G.F., Pearson,C.E.:Partial differential equations, theory and
technique. Academia press, Boston 1988.
Bird,R.B.,Stewart,W.E.,Lightfoot,E.N.: Transport phenomena. John Wiley & Sons,
New York 1965.

Advised literature

Poirier,D.R., Geiger,G.H.: Transport Phenomena in Materials Processing. The Minerals, Metals and Materials Society, 1994

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