The Institute of Theoretical and Applied Mechanics 42 records found  1 - 10nextend  jump to record: Search took 0.03 seconds. 
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A frictionless three-dimensional contact algorithm based on the pre-discretization penalty formulation was proposed. The algorithm proved to be robust, accurate and symme [...]
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The stability properties of the bipenalty method presented in Reference [4] is studied in application to one-dimensional bipenalized Signorini problem. The attention has [...]
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In this paper, explicit dynamic finite element analysis of a firing pin assembly was performed. Two different geometries of the firing pin were considered using the finit [...]
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In dynamic transient analysis, recent comprehensive studies have shown that using mass penalty together with standard stiffness penalty, the so-called bipenalty technique [...]
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The main difficulty in the contact analysis is a non-smoothness of contacting surfaces. It arises from inequality constraints as well as from geometric discontinuities in [...]
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The essential part of the solution of a contact problem in the finite element method is to locate probable contact areas reliably and efficiently. Most contact searching [...]
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The critical Courant number limiting the length of time step in explicit integration schemes is inversely proportional to the maximum natural frequency of a finite elemen [...]
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The spatial discretization of elastic continuum by finite element method (FEM) introduces dispersion errors to numerical solutions of wave propagation tasks. For higher o [...]

The Institute of Theoretical and Applied Mechanics : 42 records found   1 - 10nextend  jump to record:
See also: similar author names
39 Plesek, J.
3 Plesek, Jiri
3 Plešek, Jiří
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