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The Institute of Theoretical and Applied Mechanics
7
records found
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1.
Original version of the author's contribution as presented on CD, section: .:
PDF
VARIATIONAL MASS SCALING FOR ISOGEOMETRIC FINITE ELEMENTS
Schäuble, Anne-Kathrin
;
Bischoff, Manfred
The primal goal of this contribution is the investigation of recently developed variational selective mass scaling techniques [3] for isogeometric finite elements. They a [...]
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2.
Original version of the author's contribution as presented on CD, section: .:
PDF
ALTERNATIVE MASS MATRICES AND INERTIA PATCH TESTS
Tkachuk, Anton
;
Bischoff, Manfred
Recent interest in alternative mass matrices emanates from explicit dynamics and impact/contact applications. Customized mass matrices may yield lower dispersion error fo [...]
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3.
Original version of the author's contribution as presented on CD, section: [MS15] Non-Linear Dynamics and Wave Propagation .:
PDF
ESTIMATION OF STABILITY LIMIT BASED ON GERSHGORIN'S THEOREM FOR EXPLICIT CONTACT-IMPACT ANALYSIS SIGNORINI PROBLEM USING BIPENALTY APPROACH
Gabriel, Dušan
;
Plešek, Jiří
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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4.
Original version of the author's contribution as presented on CD, section: [MS15] Non-Linear Dynamics and Wave Propagation .:
PDF
ASSESSMENT OF THE REFLECTION-TRANSMISSION ERROR FOR RECIPROCAL MASS MATRICES
Tkachuk, Anton
;
Bischoff, Manfred
The majority of methods for wave propagation relies on compatible finite elements with a diagonal mass matrix or a discontinuous approximation, e.g. hybridizable disconti [...]
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5.
Original version of the author's contribution as presented on CD, section: [MS10] Advances in Numerical Methods for Linear and Non-Linear Dynamics and Wave Propagation .:
PDF
VARIATIONALLY CONSISTENT INERTIA TEMPLATES FOR B-SPLINE- AND NURBS-BASED FEM: INERTIA SCALING AND CUSTOMIZATION
Schaeuble, Anne-Kathrin
;
Bischoff, Manfred
The primal goal of this contribution is the investigation of variationally scaled consistent masses and reciprocal masses for B-Spline- and NURBS-based FEM. These technol [...]
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6.
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
Applications of Variationally Consistent Selective Mass Scaling in Explicit Dynamics
Tkachuk, A.
;
Bischoff, M.
The aim of Selective Mass Scaling (SMS) in context of non-linear structural mechanics is to increase the critical time-step for explicit time integration without substant [...]
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7.
Original version of the author's contribution as presented on CD, , page 81. :
PDF
Comparison of local and global critical time step size estimators in explicit dynamics
Mračko, M.
;
Tkachuk, A.
;
Kolman, R.
;
Plešek, J.
;
Gabríel, D.
91
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5
Tkachuk, Anton
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