MCQs of Fluid Kinematics & Dynamics (Fluid Mechanics & Hydraulics - 3140611)

Showing 31 to 40 out of 48 Questions

31.

If ψ=

x^{2} - y^{2}

is the stream function in a 2-D flow field, then the magnitude of the velocity vector at point (1,1) would be

32.

A steady irrotational flow of an incompressible fluid is called

33.

A velocity potential function exists only for

34.

Existence of velocity potential function implies that the flow is

35.

\emptyset = x^{2} - y^{2}

is the velocity potential function in a 2-D flow field, then the magnitude of the velocity vector at point (1,1) would be

36.

A 2-D flow field is described by the velocity components

u = 2 x

and

v = - 2 y

. The corresponding velocity potential function would be

37.

The relation …...... For an irrotational flow is reffered as

38.

In a free vortex motion, the radial component of velocity everywhere is

39.

In a forced vortex, the velocity of flow everywhere within the fluid is

40.

The flow of water through the hole in the bottom of a wash basin is an example of

Showing 31 to 40 out of 48 Questions