| this book reviews the relative advantages and drawbacks ofeulerian and lagrangiancoordinates as well as the arbitrarylagrangian-eulerian （ale） and various moving meshmethods incomputational fluid dynamics （cfd） for one and multidimensionalflows.it then systematically introduces the unified coordinateapproach to cfd, illustrated withnumerous examples and comparisonsto clarify its relation with existing approaches. thebook isintended for researchers and practitioners in the field ofcomputational fluid dynamics. emeritus professor wai-how hui and professor kun xu both work atthe department ofmathematics of the hong kong university of science& technology, china. |
| chapter 1 introduction 1.1 cfd as numerical solution to nonlinear hyperbolic pdes 1.2 role of coordinates in cfd 1.3 outline of the book references chapter 2 derivation of conservation law equations 2.1 fluid as a continuum 2.2 derivation of conservation law equations in fixedcoordinates 2.3 conservation law equations in moving coordinates 2.4 integral equations versus partial differential equations 2.5 the entropy condition for inviscid flow computation references chapter 3 review of eulerian computation for 1-d inviscidflow |
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