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Tenzorová analýza pro anisotropie materiálů

Tenzorová analýza pro anisotropie materiálů
653-2240/01
čeština

Summary

The course is designed to introduce the student to tensor calculus, provide a solid mathematical foundation with tensor operations, and explain to the student where tensors are used in physics, what they represent, and how to use them to describe both inherent and induced anisotropies of materials. Students are expected to have a basic knowledge of linear algebra and mathematical analysis. Prior knowledge of electromagnetism and optics is not essential, but it greatly facilitates the understanding of the description of some material anisotropies.

Literature

HACKBUSCH, Wolfgang. Tensor spaces and numerical tensor calculus. Springer series in computational mathematics, 42. Berlin: Springer, [2012]. ISBN 978-3-642-28026-9 .
SCHADE, H. a NEEMANN, K. Tensor analysis. De Gruyter 2018. ISBN 978-3-11-040425-8 .

Advised literature

VIŠŇOVSKÝ, Štefan. Optics in magnetic multilayers and nanostructures. Optical science and engineering, 108. Boca Raton: CRC Press, 2006. ISBN 0-8493-3686-4.
HAUSSÜHL, Siegfried. Physical properties of crystals: an introduction. John Wiley & Sons, 2008.


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Language of instruction čeština
Code 653-2240
Abbreviation TAAM
Course title Tenzorová analýza pro anisotropie materiálů
Coordinating department Department of Materials Engineering and Recycling
Course coordinator Ing. Robin Silber, Ph.D.