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

Fluid Mechanics & Hydraulics (3140611) MCQs

MCQs of Fluid Kinematics & Dynamics

Showing 41 to 48 out of 48 Questions

41.

When a cylindrical vessel, containing some liquid, is rotated about its vertical axis, the liquid surface is depressed down at the axis of its rotation and rises up near the walls of the vessel on all sides. This type of flow is known as

(a)	steady flow
(b)	turbulent flow
(c)	vortex flow
(d)	uniform flow

42.

When a cylindrical vessel containing liquid is revolved, the surface of the liquid takes the shape of

(a)	a triangle
(b)	a paraboloid
(c)	an ellipse
(d)	none of these

43.

The study of force which produces fluid motion is called as

(a)	fluid kinematics
(b)	fluid dynamics
(c)	fluid statics
(d)	none of the above

44.

Euler's equation of motion is a statement of

(a)	energy balance
(b)	conservation of momentum for an inviscid liquid
(c)	conservation of momentum for an incompressible flow
(d)	conservation of momentum for real fluid

45.

Euler's equation of motion for liquids is based on the assumption that the

(a)	flow is streamline
(b)	flow takes place continuously
(c)	flow is homogeneous and incompressible
(d)	flow is irrotational

46.

Bernoulli's theorem deals with the conservation of

(a)	mass
(b)	energy
(c)	momentum
(d)	force

47.

According to Bernoulli's equation

(a)	$Z + \frac{p}{w} + \frac{v^{2}}{2 g} = C o n s \tan t$
(b)	$Z + \frac{p}{w} - \frac{v^{2}}{2 g} = C o n s \tan t$
(c)	$Z - \frac{p}{w} + \frac{v^{2}}{2 g} = C o n s \tan t$
(d)	$Z - \frac{p}{w} - \frac{v^{2}}{2 g} = C o n s \tan t$

48.

All the terms of energy in Bernoulli's equation have a dimension of

(a)	energy
(b)	work
(c)	mass
(d)	length

Showing 41 to 48 out of 48 Questions