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Plane Wave Basis Boundary Elements and Finite Elements for Wave Scattering Problems

Plane Wave Basis Boundary Elements and Finite Elements for Wave Scattering Problems

Plane Wave Basis Boundary Elements and Finite Elements for Wave Scattering Problems. Peter Bettess Emmanuel Perrey-Debain Omar Laghrouche Jon Trevelyan Joe Shirron. School of Engineering University of Durham. Peter Bettess University of Durham

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1.09k views • 106 slides
CHAPTER 5

CHAPTER 5

CHAPTER 5. APPROXIMATE SOLUTIONS: THE INTEGRAL METHOD. 5.1 Introduction. Why approximate solution?. When exact solution is:. Not Available. Complex. Requires numerical integration. Implicit. Approximate solution by integral method:.

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681 views • 67 slides
Spinor Gravity

Spinor Gravity

Spinor Gravity. A.Hebecker,C.Wetterich. Unified Theory of fermions and bosons. Fermions fundamental Bosons composite Alternative to supersymmetry Bosons look fundamental at large distances, e.g. hydrogen atom, helium nucleus

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626 views • 47 slides
by Guillermo A. Riveros, PhD, P.E

by Guillermo A. Riveros, PhD, P.E

Numerical Evaluation of Stress Intensity Factors. J-Integral Approach . by Guillermo A. Riveros, PhD, P.E. Outline. Problem Description Objectives Fracture mechanics & Finite Elements J-Integral Formulation Numerical Solution of semi Infinite Plate with Edge crack

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541 views • 32 slides
First-Year Physics @ MIT

First-Year Physics @ MIT

First-Year Physics @ MIT. Nergis Mavalvala. Why study physics?. Physics attempts to describe how nature works using the language of mathematics Physics lays the foundation for most science and engineering disciplines

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83 views • 7 slides

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