Godunov-type Schemes
Edition: Har/Cdr edition
Publisher: Elsevier Science
Published: January 1, 2003
Language: eng
Format: Hardcover
Number of pages: 508
ISBN-13: 9780444511553
Subjects: Hydraulic engineering; Mathematical modelling; Other software packages; The hydrosphere; Petroleum; Engineering mathematics; Technology; Technology & Industrial Arts; Wave-motion, Theory of; Science/Mathematics; Engineering - Hydraulic; General; Technology / Engineering / Hydraulic; Differential equations, Hyperb; Differential equations, Hyperbolic; Numerical solutions
First sentence: Scalar conservation law. A scalar conservation law in differential form is a Partial Differential Equation (PDE) of the form (1.1) where U is a scalar variable, that is, one single quantity; F, G and H are given functions of U; t is the time coordinate and x, y, z represent the space coordinates.