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Untitled
The Institute of Theoretical and Applied Mechanics
6
records found
Search took 0.02 seconds.
1.
Original version of the author's contribution as presented on CD, section: CD-MS 12 ADVANCES IN NUMERICAL METHODS FOR LINEAR AND NON-LINEAR DYNAMICS .:
PDF
Studies in Numerical Stability of Explicit Contact-Impact Algorithm To the Finite Element Solution of Wave Propagation Problems
Kopacka, J.
;
Ulbin, M.
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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2.
Original version of the author's contribution as presented on CD, section: MS 04 Advances in Numerical Methods for Linear and Nonlinear Dynamics.:
PDF
Searching for Local Contact Constraints by the Quasi-Newton Methods in the Finite Element Procedures for Contact-Impact Problems
Gabriel, D.
;
Ulbin, M.
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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3.
Original version of the author's contribution as presented on CD, section: Wave propagation and near source effects - ii.:
PDF
Two benchmark problems for testing accuracy and stability of finite element solutions to wave propagation
Gabriel, D.
;
Ulbin, M.
Accuracy and stability of two-dimensional bilinear four-node and serendipity eightnode finite elements was tested in a wave propagation simulation. The influence of diffe [...]
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4.
Original version of the author's contribution as presented on CD, paper (No. 162).:
PDF
Finite element contact-impact algorithm in explicit transient analysis
Gabriel, D.
;
Ulbin, M.
This work addresses three issues in computational modelling of contact-impact problems: i) overviews a contact algorithm proposed by these authors, ii) local search treat [...]
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5.
Original version of the author's contribution as presented on CD, 202. :
PDF
Two plates impact problem for testing accuracy and stability of finite element solutions to wave propagation
Gabriel, D.
;
Ulbin, M.
Accuracy and stability of two-dimensional bilinear four-node and serendipity eight-node finite elements was tested in a wave propagation simulation. The influence of di [...]
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-
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6.
Original version of the author's contribution as presented on CD, SOL. :
PDF
Application of methods for unconstrained optimization in computation of normal contact vector
Kopačka, J.
;
Ulbin, M.
The stability of the contact algorithm is significantly influenced by the local contact search procedure, which consists in the determination of the exact position of t [...]
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