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Discrete-continuum Coupling Method to Simulate Highly Dynamic Multi-scale Problems

coupling method to simulate a highly nonlinear dynamical problem: the laser shock processing of silica glass.;

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3D Discrete Element Workbench for Highly Dynamic Thermo-mechanical Analysis

developed for granular material. The proposed set shows how this method is capable to solve the problem of complex behavior that are linked to;

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Matrix Discrete Element Analysis of Geological and Geotechnical Engineering

multi-field coupling functions. Teaching videos and the relevant software can be accessed on the MATDEM website (http://matdem.com). The;

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Discrete Element Method to Model 3D Continuous Materials

developed for granular material. The proposed set shows how this method is capable to solve the problem of complex behavior that are linked to;

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Extended Finite Element Method

Extended Finite Element Method provides an introduction to the extended finite element method (XFEM), a novel computational method;

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Dislocation Mechanism-Based Crystal Plasticity

dislocation dynamics coupling finite element method (DDD-FEM). Three kinds of plastic deformation mechanisms for submicron pillars are;

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Smoothed Particle Hydrodynamics: Fundamentals and Basic Applications in Continuum Mechanics

This book is based on results obtained over a decade of study and research. It questions the use of dynamic molecular models in the;

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The Investigation of Plastic Behavior by Discrete Dislocation Dynamics for Single Crystal Pillar at Submicron Scale

This thesis transports you to a wonderful and fascinating small-scale world and tells you the origin of several new phenomena. The;

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A Unified Computational Fluid Dynamics Framework from Rarefied to Continuum Regimes

This Element presents a unified computational fluid dynamics framework from rarefied to continuum regimes. The framework is based on the;

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Numerical Modeling of Concrete Cracking

of finite elements with embedded discontinuities and on the extended finite element method, and extensions to coupled problems such a hygro;

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Contact Modeling for Solids and Particles

, atomistic models, molecular dynamics (MD), discrete element methods (DEM), coupling approaches for multi-scale simulations, and tools for an;

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Finite Element Simulation of Heat Transfer

This book introduces the finite element method applied to the resolution of industrial heat transfer problems. Starting from steady;

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The Material Point Method

stated in this monograph, including improvement of efficiency, memory storage, coupling/combination with the finite element method, the contact;

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Design Sensitivity Analysis and Optimization of Electromagnetic Systems

is accomplished by coupling the level set method and continuum design sensitivity. This topology optimization method enhances the possibility of the;

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Swarm Intelligence Based Optimization

discrete, binary, constrained, multi-objective, multi-modal, dynamic, noisy, and large scale optimization; artificial immune systems, particle;

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Plasticity of Crystalline Materials

: - Innovative characterization techniques (multi-scale characterization, SEMTEM coupling, TEM-micro-diffraction coupling, in-situ mechanical tests;

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Discrete Time Stochastic Control and Dynamic Potential Games

Lagrange method). It turns out, however, that one way to characterize dynamic potential games requires to analyze inverse optimal control problems;

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Computational Mathematics

methodologies for dynamic coupling between experiments and computation. The book reviews computational design models that can be used to point to the;

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Models & Simulation of Deposition Processes with CVD Apparatus

problems, so-called multi-scale processes and multi-physical processes arise. Conventional treatment of black-box discretisation and solver methods;

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Coupled CFDDEM Modeling

Discusses the CFD-DEM method of modeling which combines both the Discrete Element Method and Computational Fluid Dynamics to simulate;

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Optimal Control Theory

control methods, it also presents how to solve the optimal control problems via dynamic programming and discusses the relationship between the;

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Optimal Control Theory

control methods, it also presents how to solve the optimal control problems via dynamic programming and discusses the relationship between the;

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Advanced Differential Quadrature Methods

Modern Tools to Perform Numerical Differentiation The original direct differential quadrature (DQ) method has been known to fail for;

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A Primer on the Kinematics of Discrete Elastic Rods

in a series of papers by Miklos Bergou et al. Their novel formulation of discrete elastic rods represents an exciting new method to simulate;

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Surface Modeling

ability to represent temporal dynamics, which is a major impediment to its use in surface modeling. However, rapid development of computing;

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Surface Modeling

ability to represent temporal dynamics, which is a major impediment to its use in surface modeling. However, rapid development of computing;

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Organometallics as Catalysts in the Fine Chemical Industry

Suzuki Coupling.- Per Ryberg: Development of a Mild and Robust Method for Palladium Catalysed Cyanation on Large Scale.- Cheng-yi Chen;

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