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Last update: T_MUUK (14.05.2013)
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Last update: doc. RNDr. Ondřej Souček, Ph.D. (30.04.2020)
The credits for tutorials must be obtained before the exam takes place and are given based on successful solution of the homeworks.
The exam will be possible in two variants:
1) Presence variant: The exam is oral and the students are granted time for preparation. 2) Distance variant: The exam tasks are sent to students by email, they send back the solution after a given time. This is followed by discussion via zoom, skype, etc, with possible additional questions. |
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Last update: T_MUUK (27.04.2016)
Ciarlet, P. G. (1988). Mathematical elasticity. Vol. I, Volume 20 of Studies in Mathematics and its Applications. Amsterdam: North-Holland Publishing Co. Three-dimensional elasticity.
Gurtin, M. E., E. Fried, and L. Anand (2010). The mechanics and thermodynamics of continua. Cambridge: Cambridge University Press.
Šilhavý, M. (1997). The mechanics and thermodynamics of continuous media. Texts and Monographs in Physics. Berlin: Springer-Verlag. |
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Last update: prof. RNDr. Martin Kružík, Ph.D., DSc. (06.01.2014)
Isotropic functions, objective functions, frame-indifference principle, elastic materials in large-/small-strain theory, hyperelasticity, the role of determinant, materials models in hyperelasticity, Piola-Kirchhoff stress tenzors
Rheological models, Kelvin's-Voigt's material, Maxwell's material, viscoelastic materials, heat conduction in viscous materials, Calusius-Duhem inequality
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