Results 71 to 80 of about 3,544,307 (156)

A simple, effective and high-precision boundary meshfree method for solving 2D anisotropic heat conduction problems with complex boundaries

Scientific Reports
A simple, effective and high-precision boundary meshfree method called virtual boundary meshfree Galerkin method (VBMGM) is used to tackle 2D anisotropic heat conduction problems with complex boundaries. Temperature and heat flux are expressed by virtual
Jing Ling, Dongsheng Yang
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EXAMPLES

Examples of the music generated by the sound application.
Natália Santos (18132430)
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Numerical approximation for a variable-order nonlinear reaction-subdiffusion equation [PDF]

, 2013
Natural Science Foundation of Fujian province [2009J01014]Fractional reaction-subdiffusion equations are widely used in recent years to simulate physical phenomena. In this paper, we consider a variable-order nonlinear reaction-subdiffusion equation.
Turner, I., Chen, Y., 陈昌明, Chen, Chang-Ming, Liu, F., Anh, V., Chen, C.M.   +6 more
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Analysis of large elastic-plastic deformations: Integration algorithm and numerical examples

Учёные записки Казанского университета: Серия Физико-математические науки, 2017
An algorithm for investigation of elastic-plastic solids with regard to finite deformations has been developed. The kinematics of elastic-plastic deformations is based on multiplicative decomposition of the deformation gradient into elastic and inelastic
L.U. Sultanov
doaj  

Numerical modeling in photonic crystals integrated technology: the COPERNICUS Project

, 2011
Photonic crystals will play a fundamental role in the future of optical communications. The relevance of the numerical modeling for the success of this technology is assessed by using some examples concerning the experience of the COPERNICUS ...
De Rossi, Alfredo, Andrea Armaroli, Simeon Kaunga-Nyirenda, Mathilde Gay, Armaroli, Andrea, Yannick Dumeige, Larkins, Eric, J. Mork, A. De Rossi, Jesper Mork, Y. Dumeige, Trillo, Stefano, Mørk, Jesper, Philip Trost Kristensen, Alfredo De Rossi, Kristensen, Philip Trost, Stefano Trillo, P. Trost Kristensen, S. Combrié, Malaguti, Stefania, E. Larkins, M. Gay, Kresten Yvind, S. Kaunga Nyirenda, Kaunga-Nyirenda, Simeon, Jun Lim, Yvind, Kresten, Gaetano Bellanca, Eric Larkins, J. Lim, K. Yvind, Dumeige, Yannick, Stefania Malaguti, Kristensen, Philip Trøst, Sylvain Combrie, Combrie, Sylvain, Bellanca, Gaetano, Colman, Pierre, Mork, Jesper, Pierre Colman, Lim, Jun, Gay, Mathilde, P. Colman   +42 more
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Determination of parameters for Cauchy's problem for systems of ODEs with application to biological modelling

Biomath, 2016
An inverse numerical method that estimate parameters of dynamic mathematical models given some information about unknown trajectories at some time is applied to examples taken from Biology and Ecology.
A.N. Pete, Peter Mathye, Igor Fedotov, Michael Shatalov   +3 more
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An efficient numerical approach to solve the space fractional FitzHugh–Nagumo model

Advances in Difference Equations, 2019
In this work, we study the numerical approximation for the space fractional FitzHugh–Nagumo model. The numerical scheme is based on the Crank–Nicolson (C–N) method in time and Legendre-spectral method in space.
Jun Zhang, Shimin Lin, Zixin Liu, Fubiao Lin   +3 more
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On the influence of non-linearity within two-phase poro-elasticity: Numerical examples and counterexamples

Examples and Counterexamples
Porous materials can be described either by Biot’s consolidation theory or the Theory of Porous Media (TPM). Depending on the loading regime, permeability or compressibility of the solid matrix, either small or finite deformations occur.
Maximilian Brodbeck, Franziska S. Egli, Marlon Suditsch, Seyed Morteza Seyedpour, Tim Ricken   +4 more
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Source Code and Numerical Examples for Decomposed Quasiconvex Optimization with Application to Generalized Cone Problems

This dataset contains source code and numerical examples for quasiconvex sum-of-squares problems via decomposed optimization.Usage Notes The files in the examples folder correspond to the numerical examples provided in Section 6 of the accompanying ...
Cunis, Torbjørn
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A Remark on Numerical Errors Downstream of Slightly Viscous Shocks

, 1999
Lower-order errors downstream of a shock layer have been detected in computations with nonconstant solutions when using higher-order shock capturing schemes in one and two dimensions [B. Engquist and B. Sjögreen, {SIAM J. Numer.
Efraimsson, Gunilla,
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