Lecture

Partial Differential Equations: Viscoelastic Materials

Description

This lecture covers the transition from Fourier to Laplace transforms, the SLSM model for viscoelastic materials, and the importance of boundary and initial conditions in solving PDEs. It also discusses linear and nonlinear PDEs, common PDEs in materials science, and techniques to simplify and solve them. The instructor provides examples and exercises to illustrate the application of these concepts.

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Ontological neighbourhood

Mathematics

Analysis: Differential anaysis

Algebra: Linear algebra

Information engineering

Signal processing: Fourier analysis

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