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More details about the numerical framework used for the solution of the electromechanical model can be found in [ 7, 24].
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We show that this high-order numerical framework, previously used for simulations of fluid flows, is suitable for problems involving large deformations in elastic-plastic solids as well.
Framework used by MCM.
Nobody can give a simple and clear explanation to capture the problems described above in a theoretical framework (using numerical simulations, many qualitative and quantitative but sometimes very complex studies have investigated effects of antiviral drugs [3], [8], [9], [10], [12], [26]).
We illustrate the steps in the proposed framework using two numerical examples.
We, hence, addressed in the 'Numerical simulations' section numerical methods to compute the solutions of these equations, in the probabilistic framework, using the convergence result of the network equations to the mean-field limit and standard integration methods of differential equations or in the Fokker-Planck framework.
The numerical framework is first validated using the experimental results and then used to investigate the detailed behavior of the soil-pipe system.
The used numerical framework involves the explicit calculation of the temperature field in concrete, with proper account for the heat of hydration of cement.
The presented results and the numerical framework could potentially be used to optimize heat exchanger designs by considering operating conditions and foam morphology (i.e. pore diameter, ligament thickness, porosity) that is most susceptible to particulate fouling.
Segregation of a multi-dispersed population of grains is assessed using a comprehensive numerical framework integrating Computational Fluid Dynamics (CFD) simulations with a Discrete Element Method (DEM) setup in the open-source software OpenFOAM.
These problems can be overcome by using a mesh-less numerical framework.
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