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Analog computation for phase-based disparity estimation: continuous and discrete models
Machine Vision and Applications, 1998The analog implementation of a phase-based tech- nique for disparity estimation is discussed. This technique is based on the convolution of images with Gabor filters. The article shows that by replacing the Gaussian envelope with other envelopes, the convolution operation is equivalent to the solution of a system of differential equations, whose or ...
CRESPI B +3 more
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Calcolo, 2017
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Repossi, Elisabetta +2 more
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Repossi, Elisabetta +2 more
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Archives of Civil and Mechanical Engineering, 2014
Development of the discrete two-dimensional cellular automata (CA) model for modelling phase transformation during heating of dual phase (DP) steels is the subject of the present work. The model is based on the solution of fundamental diffusion equation, which is associated with local equilibrium conditions, and takes into account growth of austenite ...
C. Halder, L. Madej, M. Pietrzyk
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Development of the discrete two-dimensional cellular automata (CA) model for modelling phase transformation during heating of dual phase (DP) steels is the subject of the present work. The model is based on the solution of fundamental diffusion equation, which is associated with local equilibrium conditions, and takes into account growth of austenite ...
C. Halder, L. Madej, M. Pietrzyk
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A discrete kinetic scheme to model anisotropic liquid–solid phase transitions
Applied Mathematics Letters, 2020zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Comparison of underground mine DPM simulation using discrete phase and continuous phase models
Process Safety and Environmental Protection, 2019Abstract Diesel particulate matter (DPM) is carcinogenic to humans. DPM concentrations in underground mines are much higher than other working environments, thus pose substantial health threats to miners due to overexposure. Computational fluid dynamics is commonly used to study the DPM dispersion and assess the concentration distribution in various ...
Ping Chang +4 more
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Computers & Fluids
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Saikat Mukherjee, Hector Gomez
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Saikat Mukherjee, Hector Gomez
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Phase transitions in 2D materials
Nature Reviews Materials, 2021Wenbin Li, Xiaofeng Qian, Ju Li
exaly
Phase transitions of some discrete models in statistical mechanics
2017We studied in this thesis the critical behaviours of percolation and directed percolation models using Monte Carlo simulations, including estimating percolation thresholds, critical exponents, and various universal amplitudes. In addition, we examined the geometric structure of percolation clusters, and verified the critical behaviours of a leaf ...
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Two-dimensional diamonds from sp2-to-sp3 phase transitions
Nature Reviews Materials, 2022Francesco Lavini +2 more
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Discrete dynamic models for phase transitions [PDF]
, 2007 Zimmer, Johannes, Schwetlick, Hartmut
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