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przemyslaw litewka
przemyslaw litewka
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Frictional contact between 3D beams
P Litewka, P Wriggers
Computational mechanics 28 (1), 26-39, 2002
862002
The exact thick arch finite element
P Litewka, J Rakowski
Computers & Structures 68 (4), 369-379, 1998
781998
Contact between 3D beams with rectangular cross‐sections
P Litewka, P Wriggers
International Journal for Numerical Methods in Engineering 53 (9), 2019-2041, 2002
762002
Hermite polynomial smoothing in beam-to-beam frictional contact
P Litewka
Computational Mechanics 40, 815-826, 2007
542007
Enhanced multiple-point beam-to-beam frictionless contact finite element
P Litewka
Computational Mechanics 52, 1365-1380, 2013
412013
Steady-state non-linear vibrations of plates using Zener material model with fractional derivative
P Litewka, R Lewandowski
Computational Mechanics 60, 333-354, 2017
392017
The penalty and Lagrange multiplier methods in the frictional 3D beam-to-beam contact problem
P Litewka
Civil and Environmental Engineering Reports, 189-207, 2005
252005
Nonlinear harmonically excited vibrations of plates with Zener material
P Litewka, R Lewandowski
Nonlinear Dynamics 89, 691-712, 2017
212017
Free vibrations of laminate plates with viscoelastic layers using the refined zig-zag theory–Part 1. Theoretical background
R Lewandowski, P Litewka, P Wielentejczyk
Composite Structures 278, 114547, 2021
202021
Frictional beam-to-beam multiple-point contact finite element
P Litewka
Computational Mechanics 56, 243-264, 2015
192015
Dynamic characteristics of multi-layered, viscoelastic beams using the refined zig-zag theory
R Lewandowski, P Wielentejczyk, P Litewka
Composite Structures 259, 113212, 2021
182021
Dynamic characteristics of viscoelastic Mindlin plates with influence of temperature
P Litewka, R Lewandowski
Computers & Structures 229, 106181, 2020
142020
Multiple-point beam-to-beam contact finite element
P Litewka
19th International Conference on Computer Methods in Mechanics, Warsaw …, 2011
82011
Free vibrations of laminate plates with viscoelastic layers using the refined zig-zag theory–Part 2. Numerical analysis
P Litewka, R Lewandowski, P Wielentejczyk
Composite Structures 278, 114550, 2021
72021
A variational inequality approach to an elastoplastic plate-foundation system
M Kuczma, P Litewka, J Rakowski, JR Whiteman
Foundations of civil and environmental engineering 5, 31-48, 2004
72004
Influence of elastic supports on non-linear steady-state vibrations of Zener material plates
P Litewka, R Lewandowski
AIP Conference Proceedings 1922 (1), 2018
52018
An efficient 3D curved beam finite element
J Rakowski, P Litewka
Computer Assisted Mechanics and Engineering Sciences 7 (4), 707-716, 2000
52000
Nonlinear harmonic vibrations of laminate plates with viscoelastic layers using refined zig-zag theory. Part 1–Theoretical background
R Lewandowski, P Litewka
Composite Structures 320, 117200, 2023
32023
Nonlinear harmonic vibrations of laminate plates with VE layers using refined zig-zag theory. Part 2–Numerical solution
R Lewandowski, P Litewka
Composite Structures 319, 117062, 2023
32023
Dynamics of structures, frames, and plates with viscoelastic dampers or layers: a literature review
R Lewandowski, P Litewka, M Łasecka-Plura, ZM Pawlak
Buildings 13 (9), 2223, 2023
32023
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