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(b) Consider the steady, two-dimensional velocity field given by Table 1. (i) (ii) Determine the equation of velocity potential for a given flow field. Determine whether the flow is irrotational or rotational flow. Table 1 Setting Equation V = (x² - y²) ¿ – 2xy j V = (x² + y²) ¿ + 2xy j V=(1.3+2.8x) į – (1.5 – 2.8y) j V=(1.3 +2.8x) į + (1.5 – 2.8y) j 1 2 4 3.

(b) Consider the steady, two-dimensional velocity field given by Table 1. (i) (ii) Determine the equation of velocity potential for a given flow field. Determine whether the flow is irrotational or rotational flow. Table 1 Setting Equation V = (x² - y²) ¿ – 2xy j V = (x² + y²) ¿ + 2xy j V=(1.3+2.8x) į – (1.5 – 2.8y) j V=(1.3 +2.8x) į + (1.5 – 2.8y) j 1 2 4 3.

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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Consider the steady, two-dimensional velocity field given by Table 1. (i) (ii) (b) Determine the equation of velocity potential for a given flow field. Determine whether the flow is irrotational or rotational flow. Table 1 Setting Equation V = (x² - y²) į – 2xy j V= (x² + y²) į + 2xy j V%3(1.3 +2.8х) і — (1.5— 2.8у)ј V%3D(1.3 + 2.8х) і+ (1.5— 2.8y)ј 1 %3D 4 3.
Transcribed Image Text:Consider the steady, two-dimensional velocity field given by Table 1. (i) (ii) (b) Determine the equation of velocity potential for a given flow field. Determine whether the flow is irrotational or rotational flow. Table 1 Setting Equation V = (x² - y²) į – 2xy j V= (x² + y²) į + 2xy j V%3(1.3 +2.8х) і — (1.5— 2.8у)ј V%3D(1.3 + 2.8х) і+ (1.5— 2.8y)ј 1 %3D 4 3.
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