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No Riemann invariants ne Riemann invariant o Riemann invariants he region of the solution domain that ected by the solution at a given point i erred as the Pomain of Dependence Cange of Influence

No Riemann invariants ne Riemann invariant o Riemann invariants he region of the solution domain that ected by the solution at a given point i erred as the Pomain of Dependence Cange of Influence

Elements Of Electromagnetics
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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1. For a horizontal channel without friction, the Saint Vennant equations are having: a. two Riemann invariants b. one Riemann invariant C. no Riemann invariants 2. The region of the solution domain that is affected by the solution at a given point is referred to as the a. Domain of Dependence b. Range of Influence c. Solution grid d. Time step j 3. One dimensional, second order PDE can be solved by a simple ODE, if a. Domain of Dependence is the same with domain of influence b. There is a special grid build up c. Time step is smaller than unity d. None of the above
Transcribed Image Text:1. For a horizontal channel without friction, the Saint Vennant equations are having: a. two Riemann invariants b. one Riemann invariant C. no Riemann invariants 2. The region of the solution domain that is affected by the solution at a given point is referred to as the a. Domain of Dependence b. Range of Influence c. Solution grid d. Time step j 3. One dimensional, second order PDE can be solved by a simple ODE, if a. Domain of Dependence is the same with domain of influence b. There is a special grid build up c. Time step is smaller than unity d. None of the above
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