1st Edition
Transmission Line Matrix (TLM) Techniques for Diffusion Applications
By Donard deCogan
Copyright 1998
220 Pages
by
CRC Press
224 Pages
by
Routledge
Also available as eBook on:
Transmission Line Matrix (TLM) is a numerical technique which is based upon establishing an analogue between a space and time dependent physical problem and an electrical network which includes transmission lines. By their very nature these enforce time discretization on the network which can then be solved explicitly in the time-domain. Although it is best known in electromagnetic applications,... Read more
PART I - Theory: 1. The Theory and Implementation of Lossless TLM Algorithms 2. The Development of Lossy TLM Algorithms 3. The Theory of Lossy TLM
PART II - Applications: 4. Heat Transfer Applications of Lossy TLM Algorithms 5. The Application of TLM Algorithms to Particle Diffusion 6. Diffusion/Drift Models 7. TLM Algorithms for Laplace and Poisson Equations 8. TLM and Inverse Problems 9. Other Applications
PART II - Applications: 4. Heat Transfer Applications of Lossy TLM Algorithms 5. The Application of TLM Algorithms to Particle Diffusion 6. Diffusion/Drift Models 7. TLM Algorithms for Laplace and Poisson Equations 8. TLM and Inverse Problems 9. Other Applications
Biography
Donard deCogan
