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GG 450 March 19, 2008

GG 450 March 19, 2008

GG 450 March 19, 2008. Stress and Strain Elastic Constants. Deformation of solids: We will define a set of parameters that provide models for the deformation of materials that will be used to describe seismic waves and what they tell us about the materials that they pass through.

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475 views • 27 slides
Developing Wave Equations

Developing Wave Equations

Developing Wave Equations. Need wave equation and wave function for particles. Schrodinger, Klein-Gordon, Dirac not derived. Instead forms were guessed at, then solved, and found where applicable So Dirac equation applicable for spin 1/2 relativistic particles

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587 views • 21 slides
Schrodinger Wave Equation

Schrodinger Wave Equation

Schrodinger Wave Equation. Schrodinger equation is the first (and easiest) works for non-relativistic spin-less particles (spin added ad-hoc) guess at form: conserve energy, well-behaved, predictive, consistent with l =h/p free particle waves. Schrodinger Wave Equation.

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7.12k views • 11 slides
Chap. 11. PARTIAL DIFFERENTIAL EQUATIONS

Chap. 11. PARTIAL DIFFERENTIAL EQUATIONS

Chap. 11. PARTIAL DIFFERENTIAL EQUATIONS. An equation involving partial derivatives of an unknown function of two more independent variables ? PDE Classification of PDES Linear and nonlinear PDEs

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621 views • 10 slides
Chap. 11. PARTIAL DIFFERENTIAL EQUATIONS

Chap. 11. PARTIAL DIFFERENTIAL EQUATIONS

Chap. 11. PARTIAL DIFFERENTIAL EQUATIONS. An equation involving partial derivatives of an unknown function of two more independent variables ? PDE Classification of PDES Linear and nonlinear PDEs

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2.46k views • 10 slides

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