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Lecturer(s)
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Nezbeda Ivo, prof. RNDr. DrSc.
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Moravec Zdeněk, RNDr. Ph.D.
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Course content
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unspecified
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Learning activities and teaching methods
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unspecified
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Learning outcomes
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Analytical Mechanic (generalized coordinates, virtual displacements and d'Alembert principle, Lagrangian equations, Hamilton's principle, Hamilton's equations, canonical transformations). Continuum Mechanics (deformation tensor, stress tensor, Hooke's law, dynamic of continuum, Navier-Stokes and Euler equations, hydrostatics, Archimedes law, Pascal law, stationary, turbulent and laminar fluctuation).
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Prerequisites
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Teaching in English is meant only for erasmus and foreign students. In the case of a small number of students is teaching in a form of individual consultations.
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Assessment methods and criteria
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unspecified
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Recommended literature
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Brdička M., Hladík A. Teoretická mechanika. Academia Praha, 1987. 1987.
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Brdička M. Mechanika kontinua, NČSAV Praha. 1959.
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Horský J., Novotný J. Mechanika kontinua (skripta PřF UJEP Brno). SPN Praha. 1984.
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Horský J., Novotný J. Teoretická mechanika - Obecné principy, tuhé těleso (skripta PřF UJEP Brno). SPN Praha. 1983.
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Kvasnica J. Mechanika. Academia Praha. 1988.
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Landau L.D., Lifšic E.M. Mechanika. Izd. Nauka. Moskva. 1969.
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Štoll I. Mechanika. FJFI ČVUT Praha. 1998.
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Štoll I., Tolar J. Teoretická fyzika (skripta). FJFI ČVUT Praha. 1999.
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