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Development, assessment and verification of finite element procedures for contact problems
Gabriel, Dušan ; Kopačka, Ján ; Masák, Jan ; Plešek, Jiří
A frictionless three-dimensional contact algorithm based on the pre-discretization penalty formulation was proposed. The algorithm proved to be robust, accurate and symmetry preserving—no master/slave surfaces have been introduced. It was implemented in the finite element code PMD (Package for Machine Design) for the solution of complex engineering problems. The capability of the algorithm was demonstrated in creep analysis of T-piece of the steam distributor of the CHEMOPETROL heating plant T200. Material properties were described by the probabilistic exponential model with damage. The purpose of the analysis was to compare the original version and the proposed design modification applied to one of T-pieces of the distributor when the proposed contact algorithm was employed to simulate the interaction between the collar and the pipe.
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Experimentální a MKP analýza kompozitní hybridní hlavně
Mochar, Dominik ; Gabriel, Dušan ; Trnka, Jan ; Chlada, Milan ; Valeš, František ; Masák, Jan
Zpráva shrnuje výsledky výzkumu zamereného na posouzení konstrukce šesti ruzne vinutých vzorku kompozitních hybridních hlavní vyrobených firmou Compo Tech PLUS, spol. s r.o. pro návrh hlavne zbrane. Experimentálne byly stanoveny casové prubehy deformací na povrchu kompozitních hlavní vyvolané rázovým zatížením. Získané výsledky byly následne vyhodnoceny pomocí waveletové tranformace. V druhé cásti zprávy je popsána MKP analýza kompozitní hlavne s optimálne navrženým vinutím metodou konecných prvku v programech Abaqus a MARC.
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On finite element modelling in time reversal problems
Mračko, Michal ; Kober, Jan ; Kolman, Radek ; Převorovský, Zdeněk ; Plešek, Jiří ; Masák, Jan ; Kruisová, Alena
In this paper we analyse suitability and accuracy of computational techniques in time reversal applications based on finite element method (FEM) for detection and localization of defects, cracks or other acoustic emission sources in bodies and structures. As it is known, a classical explicit integration scheme - central difference is reversible. The central difference scheme as a time integrator is widely used for linear and nonlinear finite element analyses and it is also implemented in commercial and open-source finite element software. In the paper properties of the explicit FEM in time reversal problems are studied and analysed. We use the standard Galerkin FEM formulation with linear shape functions, one-point Gauss integration and lumped mass matrix. Loading by the Ricker pulse was applied for modelling of the acoustic source in an elastic square domain. A special attention is paid to the choice of boundary conditions in reverse problem which keep the reversibility of problems of interest. Finally, we show the quality of refocusing of the original acoustic source.
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