Wayground logo

Free Printable Worksheets

Font size

S
M
L
XL
Worksheets

CE 8302 FLUID MECHANICS

Total questions: 45

Worksheet time: 53mins

Name
Class
Date
1.

The specific gravity of a liquid has

a)

no unit

b)

the same unit as that of weight density

c)

the same unit as that of specific volume

d)

the same unit as that of mass density

2.

The specific volume of a liquid is the reciprocal of

a)

weight density

b)

specific weight

c)

specific volume

d)

mass density

3.

Which one of the following is the dimension of Weight density/Specific Weight ?

a)

M L-1T-1

b)

M L-2 T-2

c)

M L-3 T-2

d)

M L-3 T-3

4.

If there is bucket full of oil and bucket full of water and you are asked to lift them, which one of the two will require more effort given that volume of buckets remains same?

a)

Water bucket

b)

Oil bucket

c)

Equal effort will be required to lift both of them

d)

None of the mentioned

5.

The Property of the fluid which offers resistance to the movement of one layer of fluid over another adjacent layer of the fluid is known as

a)

Surface tension

b)

Capillarity

c)

Mass density

d)

Viscosity

6.

Which one of the following is not a unit of dynamic viscosity?

a)

Pa-s

b)

N-s/m2

c)

Poise

d)

Stokes

7.

Which of the following is the dimension of kinematic viscosity?

a)

[L1 T-1]

b)

[L1 T-2]

c)

[L2 T-1]

d)

[L2 T-2]

8.

Capillary rise or fall of a liquid is given by,

a)

h=4σsinθ/wd

b)

h=4wsinθ/σd

c)

h=4σcosθ/wd

d)

h=4wcosθ/σd

9.

The value of the Bulk Modulus of elasticity for an incompressible fluid is

a)

zero

b)

unity

c)

infinity

d)

very low

10.

Which of the following contribute to the reason behind the origin of surface tension?

a)

only cohesive forces

b)

only adhesive forces

c)

neither cohesive forces nor adhesive forces

d)

both cohesive forces and adhesive forces

11.

The device used to measure the fluid pressure is _____________

a)

Hygrometer

b)

Calorimeter

c)

Manometer

d)

Thermometer

12.

Which device is popularly used for measuring difference of low pressure?

a)

Inverted U-tube Differential Manometer

b)

U-tube Differential Manometer

c)

Inclined Single column manometer

d)

Vertical Single column manometer

13.

The principle of floatation of bodies is based on the premise of

a)

Metacentre

b)

Newtons first law

c)

Newtons law of viscosity

d)

None of the mentioned

14.

The flow in a pipe is laminar when Reynold number is

a)

less than 2000

b)

between 2000 and 4000

c)

more than 4000

d)

none of these

15.

The type of flow in which velocity at any given time does not change with respect to space is

a)

uniform flow

b)

steady flow

c)

streamline flow

d)

non uniform flow

16.

Continuity equation deals with the law of conservation of

a)

Mass

b)

Momentum

c)

Energy

d)

None of above

17.

The rate of change of velocity due to change of position of fluid particles in a fluid flow is called as

a)

normal acceleration

b)

tangential acceleration

c)

convective acceleration

d)

local acceleration

18.

The velocity components in x ,y and z directions of a velocity potential function is given by,

a)

u=∂Φ/∂x, v=∂Φ/∂y,w=∂Φ/∂z

b)

u=-∂Φ/∂x, v=∂Φ/∂y, w= -∂Φ/∂z

c)

u=-∂Φ/∂x, v= -∂Φ/∂y,w= -∂Φ/∂z

d)

u =∂Φ/∂x, v= -∂Φ/∂y,w=∂Φ/∂z

19.

A line along which the velocity potential Φ is constant is called as

a)

stream line

b)

flow net

c)

equipotential line

d)

flow line

20.

streamline, streakline and pathline are identical when

a)

the flow is uniform

b)

the flow is steady

c)

the flow is neither steady nor uniform

d)

the flow velocities do not change steadily with time

21.

The device used for measuring the velocity of flow at any point in a pipe or channel is

a)

Orifice meter

b)

Pitot tube

c)

Manometer

d)

Venturimeter

22.

Bernoulli’s theorem deals with the conservation of

a)

Mass

b)

Energy

c)

Momentum

d)

Force

23.

The forces to be taken into account for deriving Euler’s Equations of motion are

a)

Pressure force in the direction of flow and weight of the element

b)

Pressure force in the direction of flow and opposite to the direction flow

c)

Pressure force in the direction of flow and opposite to the direction flow and weight of the element.

d)

Pressure force in the direction opposite to the direction flow

And weight of the element.

24.

Which of the following quantities has the dimensions [M0 L0 T 0]

a)

Density

b)

Stress

c)

Strain

d)

Strain Rate

25.

The similarity of motion between the model and prototype is ________

a)

Dynamic similarity

b)

Potential similarity

c)

Kinematic similarity

d)

Design similarity

26.

Which Force is equal to the product of shear stress due to viscosity and surface area of the flow?

a)

Inertial

b)

Viscous

c)

Pressure

d)

Elastic

27.

The square root of the ratio of the inertia force of a flowing fluid to the elastic force is

a)

Froude’s Number

b)

Euler’s number

c)

Mach’s number

d)

Weber’s number

28.

A force that is caused due to attraction of particles in the layer of fluid bulk is called?

a)

Viscous force

b)

Inertial force

c)

Surface tension force

d)

Pressure force

29.

How can we determine whether the flow is laminar or turbulent?

a)

Reynold’s number

b)

Mach number

c)

Froude number

d)

Knudsen number

30.

Which of the following physical quantity is not a fundamental quantity?

a)

Length

b)

Mass

c)

Velocity

d)

Time

31.

A beaker is filled with a liquid up to the mark of one liter and weighed. The weight of the liquid is found to be 6.5 N. The specific gravity of the liquid will be?

a)

0.56

b)

0.66

c)

0.9

d)

0.32

32.

Calculate the kinematic viscosity of water in m2/sec if the dynamic viscosity is 1.226 Ns/m2?

a)

0.00162

b)

0.00345

c)

0.00272

d)

0.00122

33.

The shear stress at a point in a liquid is found to be 0.03 N/m2. The velocity gradient at the point is 0.15 s-1. What will be its viscosity (in Poise)?

a)

0.5 Poise

b)

1 poise

c)

1.5 poise

d)

2 poise

34.

Find the surface tension in a soap bubble of 40mm diameter when the inside pressure is 2.5 N/m2 above atmospheric pressure?

a)

0.022 N/m

b)

0.012 N/m

c)

0.004 N/m

d)

0.036 N/m

35.

Calculate the Capillary rise in a glass tube of 2.5 mm diameter when immersed vertically in mercury. Take surface tension, σ =0.52 N/m for mercury in contact with air. The density of mercury is given as 13,600 kg/m3 and angle of contact =130°

a)

-0.2 cm

b)

-0.4 cm

c)

0.5 cm

d)

-0.5 cm

36.

Find the Weight of the wooden block of width 2.5cm and depth 1.5m, when its floating horizontally in water. The specific weight of of wooden block is 6376.5N/m3

a)

143225 N

b)

146745 N

c)

143471 N

d)

146991 N

37.

Find the total pressure on a rectangular plate of dimensions 2×3 m immersed in a fluid of specific gravity 0.65 at a depth of 6 m from the surface

a)

22.9 N/cm2

b)

43.7 N/cm2

c)

20.3 N/cm2

d)

41.5 N/cm2

38.

The Areas of a pipe at section 1 and 2 are 0.007854m2 and 0.017m2. Find the discharge through the pipe if the velocity of water flowing through the pipe at section 1 is 5m/s. Find the velocity of water at section 2.

a)

1.66 m/s

b)

2.22 m/s

c)

3.64 m/s

d)

3.96 m/s

39.

The velocity vector in a fluid flow is given by,

V=4x3i-10x2yj+2tk.Find the velocity vector of a fluid particle at (2,1,3) at t=1

a)

32i + 40 j-2k

b)

32i-40j-2k

c)

32i-40j+2k

d)

-32i+40j+2k

40.

A stream function is given by Ψ=5x-6y, Calculate the velocity components u and v in units/sec?

a)

4,3

b)

5,4

c)

6,5

d)

7,6

41.

Water is flowing through a pipe of 5cm diameter under a pressure of 29.43N/cm2 (gauge) with mean velocity of 2m/s. Find the pressure head and kinetic head per unit weight of water at a cross section.

a)

30m, 0.12 m

b)

30m, 0.20 m

c)

20m, 0.31 m

d)

20m ,0.40 m

42.

Calculate the discharge through the venturimeter which is used to measure the flow of water if the area at inlet and throat are 706.85 cm2 and 176.7cm2 and difference of pressure head is 252m of water.

a)

125652 cm3/sec

b)

125756 cm3/sec

c)

135674 cm3/sec

d)

135743cm3/sec

43.

Give the dimensions of the following,

i) power ii)kinematic viscosity

a)

M L3 T-2 , L2 T-2

b)

M L2 T-2 , L2 T-1

c)

M L2 T-3 , L2 T-2

d)

M L2 T-3 , L2 T-1

44.

The time period(t) of a pendulum depends upon the length (L) of the pendulum and acceleration due to gravity(g). Derive the expression for Time period.

a)

t =2π√L/2g

b)

t =2π√L/g

c)

t =π√L/2g

d)

t =π√L/g

45.

For the following equation f(V, H, D, g, σ, Φ)=0 calculate the total number of π terms as per Buckingham’s π theorem

a)

3

b)

4

c)

5

d)

6