Placeholder text

Go to cart

Systems of Conservation Laws 2

Systems of Conservation Laws 2 Mathematics

Systems of Conservation Laws 2

0 - Used - good
Description
Systems of conservation laws arise naturally in physics and chemistry. Following on from the previous volume, the author considers the maximum principle from the viewpoints of both viscous approximation and numerical schemes. Convergence is studied through compensated compactness. This tool is applied to the description of large amplitude wave propagation. Small waves are studied through geometrical optics. Special structures are presented in chapters on Rich and Temple systems. Finally, Serre explains why the initial-boundary value problem is far from trivial, with descriptions of the Kreiss-Lopatinski condition for well-posedness, with applications to shock wave stability, and certain problems in boundary layer theory. Throughout the presentation is reasonably self-contained, with large numbers of exercises and full discussion of all the ideas. This will make it ideal as a text for graduate courses in the area of partial differential equations.
Product details
Edition:
illustrated
Number of Pages:
282
Release Date:
2000-02-03
Publication Date:
2014-12-22
Publisher:
Cambridge University Press
Languages:
Original: English
ISBN10:
0521633303
ISBN13:
9780521633307
GPSR Manufacturer Reference:
[email protected]
Weight:
670 g
Height:
175 cm
Width:
250 cm
Thickness:
20 cm
Buy on Amazon
Currently sold out