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Karel Tůma
Karel Tůma
Charles University, Faculty of Mathematics and Physics, Prague
Verified email at karlin.mff.cuni.cz
Title
Cited by
Cited by
Year
On a variant of the Maxwell and Oldroyd-B models within the context of a thermodynamic basis
J Málek, KR Rajagopal, K Tůma
International Journal of Non-Linear Mechanics 76, 42-47, 2015
562015
Size effects in martensitic microstructures: Finite-strain phase field model versus sharp-interface approach
K Tůma, S Stupkiewicz, H Petryk
Journal of the Mechanics and Physics of Solids 95, 284-307, 2016
492016
Gradient-enhanced thermomechanical 3D model for simulation of transformation patterns in pseudoelastic shape memory alloys
M Rezaee-Hajidehi, K Tůma, S Stupkiewicz
International Journal of Plasticity 128, 102589, 2020
352020
On thermodynamics of incompressible viscoelastic rate type fluids with temperature dependent material coefficients
J Hron, V Miloš, V Průša, O Souček, K Tůma
International Journal of Non-Linear Mechanics 95, 193-208, 2017
352017
Phase-field study of size-dependent morphology of austenite-twinned martensite interface in CuAlNi
K Tůma, S Stupkiewicz
International Journal of Solids and Structures 97, 89-100, 2016
342016
Derivation of the variants of the Burgers model using a thermodynamic approach and appealing to the concept of evolving natural configurations
J Málek, KR Rajagopal, K Tůma
Fluids 3 (4), 69, 2018
332018
Gibbs free energy based representation formula within the context of implicit constitutive relations for elastic solids
V Průša, KR Rajagopal, K Tůma
International Journal of Non-Linear Mechanics 121, 103433, 2020
312020
A thermodynamically compatible model for describing the response of asphalt binders
J Málek, KR Rajagopal, K Tůma
International Journal of Pavement Engineering 16 (4), 297-314, 2015
262015
Flow of a Burgers fluid due to time varying loads on deforming boundaries
J Hron, KR Rajagopal, K Tůma
Journal of Non-Newtonian Fluid Mechanics 210, 66-77, 2014
212014
Motion of the vitreous humour in a deforming eye–fluid-structure interaction between a nonlinear elastic solid and viscoleastic fluid
K Tůma, J Stein, V Průša, E Friedmann
Applied Mathematics and Computation 335, 50-64, 2018
18*2018
Rate-independent dissipation in phase-field modelling of displacive transformations
K Tůma, S Stupkiewicz, H Petryk
Journal of the Mechanics and Physics of Solids 114, 117-142, 2018
162018
Phase-field modeling of multivariant martensitic transformation at finite-strain: computational aspects and large-scale finite-element simulations
K Tůma, M Rezaee-Hajidehi, J Hron, PE Farrell, S Stupkiewicz
Computer Methods in Applied Mechanics and Engineering 377, 113705, 2021
142021
Finite amplitude stability of internal steady flows of the Giesekus viscoelastic rate-type fluid
M Dostalík, V Průša, K Tůma
Entropy 21 (12), 1219, 2019
142019
A thermodynamically compatible model for describing asphalt binders: solutions of problems
J Málek, KR Rajagopal, K Tůma
International Journal of Pavement Engineering 17 (6), 550-564, 2016
142016
A thermodynamically compatible rate type fluid to describe the response of asphalt
J Hron, J Kratochvil, J Málek, KR Rajagopal, K Tůma
Mathematics and Computers in Simulation 82 (10), 1853-1873, 2012
142012
Colombeau algebra as a mathematical tool for investigating step load and step deformation of systems of nonlinear springs and dashpots
V Průša, M Řehoř, K Tůma
Zeitschrift für angewandte Mathematik und Physik 68, 1-13, 2017
112017
Identification of rate type fluids suitable for modeling geomaterials
K Tůma
Univerzita Karlova, Matematicko-fyzikální fakulta, 2014
102014
On the response of nonlinear viscoelastic materials in creep and stress relaxation experiments in the lubricated squeeze flow setting
M Řehoř, V Průša, K Tůma
Physics of Fluids 28 (10), 2016
92016
Three-dimensional flows of incompressible Navier–Stokes fluids in tubes containing a sinus, with varying slip conditions at the wall
R Chabiniok, J Hron, A Jarolímová, J Málek, KR Rajagopal, K Rajagopal, ...
International Journal of Engineering Science 180, 103749, 2022
72022
On compatibility of the natural configuration framework with general equation for non-equilibrium reversible–irreversible coupling (GENERIC): Derivation of anisotropic rate …
P Pelech, K Tůma, M Pavelka, M Šípka, M Sýkora
Journal of Non-Newtonian Fluid Mechanics 305, 104808, 2022
72022
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