(a, b, c are constants) (b) Are the fields in (a) steady or unsteady or both? Classify.

icon
Related questions
Question

Please solve question 1b (steady unsteady)

 

Please explain me when we say that field is steady, unsteady or both.

Please give clear  and to the point explanation so i understand

Q. 1: (a) Determine whether the following velocity fields are one, two or three-dimensional
(ii)
V = ax?i + bxj, (ii)
V = (ax*e-"]
%3D
If
(i)
(iv) V axt- byj.
(v)
= (ax + t)i - by2j,
(vi)
V = ax?i+ bczj
(vii) V = a(x +y?)"k,
(vii) V= axyt- byztj, (ix)
V = (ae-by)t
%3D
%3D
%3D
(x) V = byj +cyk,
(xi) V= (ay?e-be,
(xii) V= byj- axk
%3D
(xiii)
V = axt + (t - by)j, xiv) V= axt- byj + (t- cz)k
%3D
(a, b, c are constants)
(b) Are the fields in (a) steady or unsteady or both? Classify.
Transcribed Image Text:Q. 1: (a) Determine whether the following velocity fields are one, two or three-dimensional (ii) V = ax?i + bxj, (ii) V = (ax*e-"] %3D If (i) (iv) V axt- byj. (v) = (ax + t)i - by2j, (vi) V = ax?i+ bczj (vii) V = a(x +y?)"k, (vii) V= axyt- byztj, (ix) V = (ae-by)t %3D %3D %3D (x) V = byj +cyk, (xi) V= (ay?e-be, (xii) V= byj- axk %3D (xiii) V = axt + (t - by)j, xiv) V= axt- byj + (t- cz)k %3D (a, b, c are constants) (b) Are the fields in (a) steady or unsteady or both? Classify.
Expert Solution
steps

Step by step

Solved in 2 steps

Blurred answer