Zespół Badawczy Dynamiki i Modelowania
Zespół Badawczy Dynamiki i Modelowania
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Dorota Aniszewska
dr inż., adiunkt
Zespół Badawczy Dynamiki i Modelowania
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+48 71 320 2790
🏙️ 50-372 Wrocław, ul. Mariana Smoluchowskiego 25 (budynek B1)
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Ostatnie
Investigations into the material characteristics of selected plastics manufactured using SLA-type additive methods
Mechanical properties of silica aerogels modelled by Movable Cellular Automata simulations
Modelling highly porous brittle materials with the movable cellular automata method
New Discrete Chaotic Multiplicative Maps Based on the Logistic Map
Multiplicative Hénon map
Fractal characteristics of defects growth in porous ceramics modeled with the Movable Cellular Automata
Investigation of influence of fibres layout in composite specimens on their strength with cellular automata method
Modelling elastic and plastic material properties with the movable cellular automata
Compression and torsion of ceramic specimens by application of movable cellular automata
Modelling the behaviour of ceramics under various modes of mechanical loading with Movable Cellular Automata
The influence of defects on strength of ceramics modeled with Movable Cellular Automata
Exploring process of fibre breaking in tube samples of composite during quasi-static process of fracture
Chaos in multiplicative systems
Fraktalny model procesu uszkodzenia włókien w czasie procesu zmęczenia kompozytów
Model ewolucji defektów w kompozytach wzmocnionych włóknami
Numerical simulations of 3D defects growth in ceramics modelled with movable cellular automata
Fractal characteristics of defects evolution in parallel fibre reinforced composite in quasi-static process of fracture
Modelling defects growth in composites using fractals characteristics
Lyapunov type stability and Lyapunov exponent for exemplary multiplicative dynamical systems
Dynamika wzrostu fraktalnych defektów w materiale
Multiplicative Runge-Kutta methods
Physical stability and critical effects in models of fractal defects evolution based on single fractal approximation
Models of chaotic defects growth in materials
Analysis of the multiplicative Lorenz system
Modele wzrostu defektów w materiale oparte na dwóch fraktalach
Multiplikatywna dynamika wzrostu fraktalnych defektów materiałów
Qualitative chaos in fractal defects' growth
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