Linton and McIver 2001: Difference between revisions
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304 pp. | 304 pp. | ||
2001. | 2001. | ||
A book on the application of mathematical techniques to problems of wave interaction with structures. | |||
The chapter headings are as follows: | |||
# [[Standard Linear Wave Scattering Problem|The water-wave problem]] | |||
# [[Eigenfunction Matching Method| Eigenfunction expansions]] | |||
# Multipole expansions | |||
# Integral equations | |||
# The [[Wiener-Hopf]] and related techniques | |||
# [[:Category:Infinite Array|Arrays]] | |||
# Wave interaction with small objects | |||
# Variational methods | |||
Although the techniques are often presented within the context of a problem in water waves, the methods described also have applications in other fields including acoustics, electromagnetic waves, waves in elastic media, and solid-state physics, and many references are given to work in these areas. | |||
A list of errata can be found [http://www-staff.lboro.ac.uk/~mapm/book.html here] | |||
[[Category:Reference]] | [[Category:Reference]] | ||
Revision as of 10:57, 2 August 2006
C. M. Linton and P. McIver, Handbook of Mathematical Techniques for Wave / Structure Interactions, Chapman & Hall CRC, 304 pp. 2001.
A book on the application of mathematical techniques to problems of wave interaction with structures.
The chapter headings are as follows:
- The water-wave problem
- Eigenfunction expansions
- Multipole expansions
- Integral equations
- The Wiener-Hopf and related techniques
- Arrays
- Wave interaction with small objects
- Variational methods
Although the techniques are often presented within the context of a problem in water waves, the methods described also have applications in other fields including acoustics, electromagnetic waves, waves in elastic media, and solid-state physics, and many references are given to work in these areas.
A list of errata can be found here
