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The Institute of Theoretical and Applied Mechanics
6
records found
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1.
Original version of the author's contribution as presented on CD, section: .:
PDF
ACCURATE SOLUTIONS OF WAVE PROPAGATION PROBLEMS UNDER IMPACT LOADING BY THE STANDARD, SPECTRAL AND ISOGEOMETRIC HIGH-ORDER FINITE ELEMENTS. COMPARISON AND PREDICTION OF ACCURACY OF DIFFERENT SPACE-DISCRETIZATION TECHNIQUES.
Idesman, Alexander
For the first time, accurate numerical solutions to impact problems have been obtained with the standard, spectral, and isogeometric high-order finite elements. Spurious [...]
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2.
Original version of the author's contribution as presented on CD, section: .:
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ACCURATE MODELLING OF ELASTIC AND ACOUSTIC WAVE PROPAGATION IN HOMOGENEOUS AND HETEROGENEOUS MATERIALS
Idesman, Alexander
There are the following issues with existing numerical methods for elastodynamics problems: a) a large dispersion error of space-discretization methods may lead to a grea [...]
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3.
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 .:
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OPTIMAL REDUCTION OF NUMERICAL DISPERSION FOR WAVE PROPAGATION PROBLEMS. APPLICATION TO ISOGEOMETRIC ELEMENTS.
Idesman, Alexander
Based on the optimal coefficients of the stencil equation, a numerical technique for the reduction of the numerical dispersion error has been suggested. New isogeometric [...]
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4.
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 .:
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Finite Element Modeling of Linear Elastodynamics Problems With Explicit Time-Integration Methods and Linear Elements With Reduced Dispersion. Comparative Study of Different Finite Element Techniques Used for Elastodynamics.
Idesman, A.
We have developed two finite element techniques with reduced dispersion for linear elastodynamics that are used with explicit time-integration methods. These techniques a [...]
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5.
Original version of the author's contribution as presented on CD, section: MS 04 Advances in Numerical Methods for Linear and Nonlinear Dynamics.:
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Accurate Numerical Solutions of Structural Dynamics and Wave Propagation Problems Based on New Dispersion-Reduction Technique and New Two-Stage Time-Integration Technique
Idesman, A.
There are the following issues with existing numerical methods for elastodynamics problems (including wave propagation and structural dynamics problems): a) a large dispe [...]
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6.
Original version of the author's contribution as presented on CD, section: MS 13 Innovative Algorithms for Transient Computations.:
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A New Post-Processing Procedure for the Increase in the Order of Accuracy of the Trapezoidal Rule At Time Integration of Linear Elastodynamics Problems
Idesman, A.
In the current presentation, we suggest a very simple and effective post-processing procedure to increase the order of accuracy in time for numerical results obtained at [...]
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Idesman, Alexander
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