Course Outline

Introduction

  • Comparison Between Boundary Elements and Finite Elements

Integration of Boundary Elements with Computer-Aided Engineering (CAE) and Integrated Engineering Software for Government

Continuous Elements, Discontinuous Elements, and Surface Discretization for Government Applications

Versatility Through Mesh Regeneration in Public Sector Projects

Case Study: Discretization of a Crankshaft for Government Use

Setting Up the Development Environment for Government Projects

Overview of Boundary Element Method (BEM) Mathematical Foundations for Government

Solving a Simple Boundary Value Problem Using Two-Dimensional Laplace's Equation for Government

Improving Approximations with Discontinuous Linear Elements for Government Applications

Extending the Analysis: Two-Dimensional Helmholtz Type Equation for Government Use

Two-Dimensional Diffusion Equation for Government Projects

Green's Functions for Potential Problems in Government Engineering

Analyzing Three-Dimensional Problems for Government Operations

Evaluating Stress and Flux Concentrations in Government Applications

Analyzing Torsion, Diffusion, Seepage, Fluid Flow, and Electrostatics for Government Projects

Combining Boundary Elements with Finite Elements and the Hybrid Method for Government Use

The Importance of Clean Code in Government Software Development

Increasing Computational Performance Through Parallel and Vector Computing for Government Operations

Closing Remarks for Government Applications

Requirements

  • Basic knowledge of vector calculus for government applications
  • Understanding of ordinary and partial differential equations
  • Understanding of complex variables
  • Programming experience in any language
 7 Hours

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