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WorksheetsV15C051TY
Total questions: 68
Worksheet time: 3hrs 37mins
Viscosity can be described as...
a physical property of liquids
a physical property of solids
a chemical property of liquids
What is fluid flow?
Describes how fluids behave when frozen.
Describes how fluids behave when heated.
Describes how fluids behave in their surrounding environment.
Which of these are fluids?
Sand and water
Water and Oxygen
Oxygen and Rocks
Rocks and Sand
What is Viscosity?
A fluids colour.
A fluids temperature.
A fluids resistance to flow.
Which of these factors affects Viscosity?
Temperature
Colour
Taste
Liquids with very low viscosity ,flow very _______________________.
fast
not at all
slow
whenever it wants
As temperature increases ,viscosity of liquid _______________.
increases
stays the same
decreases
As temperature increases ,viscosity of gas _______________.
increases
stays the same
decreases
How is viscosity & density affected when a fluid is heated?
viscosity increases & density increases
viscosity decreases & density decreases
viscosity decreases & density increases
temperature has no affect on viscosity or density
As the temperature increases the viscosity _______________, the molecules move further apart making the liquid "thinner".
increases
stays the same
decreases
Fluids with very high viscosity flow very _______________________.
fast
not at all
slow
whenever it wants
Which of these are classified as fluids?
Solid
Liquid
Gas
What is flow rate?
The speed of a fish swimming across a lake.
The speed of a rocket going to the moon.
The speed which a fluid flows from one point to another.
What is the SI unit of viscosity?
Pascal (Pa)
Poiseiulle (PI)
Newton/m2
Newton
Flow rate may be determined by the following equation:
Flow Rate = time/volume, measured in s/ml
Flow Rate = volume/ time, measured in ml/s
Flow rate = volume X time
Flow rate = time X volume
What is viscosity?
A measurement of a fluid's resistance to flow or change in shape
The force required to maintain a unit velocity gradient between two parallel layers of liquid
The difference in velocity between the fluid's adjacent layers
The ratio of shearing stress to the velocity gradient of the fluid
What is the measurement of a fluid's resistance to flow or change in shape at a given rate?
Viscous gradient
Coefficient of viscosity
Deformation rate
Viscosity
What role does the coefficient of viscosity play in various applications?
Determining the difference in velocity between the fluid's adjacent layers
Measuring the force required to maintain a unit velocity gradient between two parallel layers of liquid
Determining how easily or difficult a fluid flows under the effect of external forces
Which one is correct about Poiseuille's Law?
The pressure difference between two point is inversely proportional with the volume flow rate
The greater the inner radius of pipe, the greater the volume flow rate of the fluids
Viscosity of the fluid is proportional with the volume flow rate
The longer the pipe, the greater the volume flow rate of the fluids
ΔtΔV=0,125 π . (l . ηρ . g . h . r4) this formula is called ...
Stoke's Law
Poiseuille’s Law
Newton's Law
Bernoulli's Law
ΔtΔV=0,125 π . (l . ηρ . g . h . r4) in this formula, ΔtΔV is the value of
Flow rate
Fluid volume
Speed of fluid
Time fluid needs to flow
ΔtΔV=0,125 π . (l . ηρ . g . h . r4) in this formula, ρ is the density of ...
materials
water
fluid
object
ΔtΔV=0,125 π . (l . ηρ . g . h . r4) in this formula, ρ . g . h is equal to ...
absolute pressure on the surface of fluid
hydrostatic pressure in the ocean
pressure on the pump that pushes the fluid into the holding chamber
pressure difference between the surface of the fluid and the end of the pipe
ΔtΔV=0,125 π . (l . ηρ . g . h . r4) in this formula, r is equal to ...
radius of the cross-sectional area of the horizontal pipe through which the fluid flows
radius of the cross-sectional area of the vertical pipe through which the fluid flows
horizontal radius of reservoir fluid tube
vertical radius of reservoir fluid tube
ΔtΔV=0,125 π . (l . ηρ . g . h . r4) in this formula, SI unit of η is ...
kg.m/s
kg/m.s
kg.s/m
m.s/kg
ΔtΔV=0,125 π . (l . ηρ . g . h . r4) in this formula, SI unit of ΔtΔV is ...
m . s2
m/s2
m3/s
m3 . s
Q and R are drops of two different fluids which have been placed on one end of the tile which is tilted. The drops spread down the tile. Which could be a correct explanation for the different lengths shown?
R has a greater viscosity than Q
R has a greater density than Q
R has a greater temperature than Q
All of the above
Which one is correct about Poiseuille's Law?
The pressure difference between two point is inversely proportional with the volume flow rate
The greater the inner radius of pipe, the greater the volume flow rate of the fluids
Viscosity of the fluid is proportional with the volume flow rate
The longer the pipe, the greater the volume flow rate of the fluids
Engine oil (viscosity 0,2 Pa.s) passes through a fine 1.80-mm-diameter tube that is 10.2 cm long. What pressure difference is needed to maintain a flow rate of 6.2 mL/min?
8200 Pa
7800 Pa
6300 Pa
5400 Pa
If the cardiac output of a small dog is 4.1 × 10−3 m3/s, the radius of its aorta is 0.50 cm, and the aorta length is 40.0 cm, determine the pressure drop across the aorta of the dog. (Assume the viscosity of blood is 4.0 × 10−3 Pa·s.)
19 kPa
27 kPa
31 kPa
48 kPa
The flow of water in a pipe is turbulent. Which statement correctly describes turbulent flow?
Speed and direction at a point remain constant
The layers are parallel
The layers do not mix
There are sudden changes in speed and direction
Peanut butter is an example of a...
High viscosity liquid
Low viscosity liquid
Isnt a liquid at all! Don't be silly.
What is the SI unit of viscosity?
Candela
Poise
Newton/m
Pascal
At which of these temperatures is the viscosity of the fluid lowest? (see graph)
40 °C
60 °C
80 °C
100 °C
What role does the coefficient of viscosity play in various applications?
Determining the difference in velocity between the fluid's adjacent layers
Measuring the force required to maintain a unit velocity gradient between two parallel layers of liquid
Describing the internal friction of a fluid that is moving
Determining how easily or difficult a fluid flows under the effect of external forces
When a skydiver is start falling what happens to
a) her velocity
b) the air resistance?
a) Increases
b) increases
a) increases
b) decreases
a) increases
b) stays the same
a) stays the same
b) increases
Explain why the skydiver will eventually stop accelerating
The air resistance continues to increase as long as the velocity increases. When the air resistance reaches the same value as the weight there will be no resultant force, hence no acceleration (F=ma)
The air resistance continues to decrease as long as the velocity increases. When the air resistance is larger than the weight there will be no resultant force, hence no acceleration (F=ma)
The air resistance stays the same so the velocity increases. There will be no resultant force, hence no acceleration (F=ma)
The air resistance continues to increase as long as the velocity increases. When the air resistance reaches the same value as the weight there will be an increase in acceleration
Which of the following factors affects the magnitude of drag force on an object moving through a fluid?
The shape and size of the object.
The density of the fluid
The color of the object.
The density of the object.
In which direction does the drag force act on an object moving through a fluid?
In the same direction as the object's motion.
Perpendicular to the object's motion.
Opposite to the object's motion.
At an angle of 45 degrees to the object's motion.
Which type of fluid experiences more drag force: high viscosity or low viscosity?
High viscosity fluid experiences more drag force.
Low viscosity fluid experiences more drag force.
Drag force is independent of fluid viscosity.
It depends on the object's shape.
What is the relationship between the drag force and the velocity of an object moving through a fluid?
Directly proportional
Inversely proportional
Unrelated
Exponential
What is terminal velocity of a object falling through air?
Terminal velocity refers to an object falling at a constant acceleration after the force of gravity is greater to the air resistance.
Terminal velocity refers to an object falling at a constant velocity after the force of gravity is equal to the air resistance.
Terminal velocity refers to an object falling at a constant acceleration after the force of gravity is equal to the air resistance.
Terminal velocity refers to an object falling at a constant acceleration after the force of gravity is equal to the viscosity.
What is the Formula for Stokes' Law
F = 6πη/rv
F = 4/3 πηrv
F = 6πηrv
F = 6πηr^2v^2
The graph show speed change of skydiver when jump from the plane. At point a ...
speed increase
speed decrease
terminal velocity
Weight of the stone falling through a viscous liquid is 8000 N and the upthrust acting on a stone is 2400 N, then the viscous force acting on a stone is
10400 N
8000 N
5600 N
2400 N
The net force on a body falling with a terminal velocity through a viscous liquid will be
0 N.
1 N.
2 N.
4 N.
A spherical body of mass m and radius r, falls down through air of viscosity v as shown in figure.
Which of the following graphs shows the best variation of velocity of the body against time.
The terminal velocity of a free falling water droplet in air is attained when
drag force = - weight of droplet
drag force = weight of droplet
drag force < weight of droplet
drag force > weight of droplet
What will be the velocity of water falling from a greater height as it reaches the ground?
increasing.
decreasing.
become zero.
remain constant.
Turbulent flow is
Unsteady and regular
Steady and irregular
Unsteady and irregular
Steady and regular
What is the SI unit of the viscous drag force in Stoke's Law equation?
Newton
Joule
Watt
Pascal
Which of the following are correct assumptions when modelling objects which conform to Stoke's law?
The object is large and the motion is laminar.
The object is small and the motion is laminar.
The object is large and the motion is turbulent.
The object is small and the motion is turbulent.
When does an object reach terminal velocity?
In the expression...
F=6πηrvη represents density and ν represents viscosity
r represents radius and η represents density
r represents radius and ν represents viscosity
η represents viscosity and ν represents velocity
A small metal ball is dropped into a cylinder of oil. The time taken for the ball to fall to the bottom is recorded. Which changes to the ball would result in the greatest decrease in the time taken to reach the bottom?
Smaller mass and smaller diameter
Smaller mass and greater diameter
Greater mass and smaller diameter
Greater mass and greater diameter
A ball bearing is dropped through a liquid and its terminal velocity measure. The experiment is repeated at a different temperature. Which answer correctly describes this second experiment?
Lower temperature: greater viscosity and faster velocity
Lower temperature: greater viscosity and slower velocity
Higher temperature: greater viscosity and slower velocity
Higher temperature: smaller viscosity and slower velocity
A ball bearing is released in a cylinder filled with oil. Which of the following would have to increase to increase the time taken for the ball bearing to reach the bottom?
The temperature of the oil
The viscosity of the oil
The gravitational field strength
The density of the ball bearing
A table tennis ball is released beneath the surface of water and moves upwards. The relationship between the forces acting on the ball when it reaches terminal velocity is...
weight = upthrust
weight + drag = upthrust
weight = upthrust + drag
weight = drag
In an experiment a small metal ball is dropped into a cylinder of oil. The time taken for the ball to fall to the bottom of the cylinder is recorded.
The experiment is repeated. Which changes to the ball would result in the greatest decrease in the time it takes to reach the bottom of the cylinder?
smaller mass and smaller diameter
smaller mass and greater diameter
greater mass and smaller diameter
greater mass and greater diameter
Which one is correct about Poiseuille's Law?
The pressure difference between two point is inversely proportional with the volume flow rate
The greater the inner radius of pipe, the greater the volume flow rate of the fluids
Viscosity of the fluid is proportional with the volume flow rate
The longer the pipe, the greater the volume flow rate of the fluids
Two identical spheres are dropped into two different columns; one column contains a liquid of viscosity 0.5 Pa.s while the other contains a liquid of the same density but unknown viscosity. The sedimentation velocity in the second tube is 20% lower than the sedimentation velocity in the first tube. What is the viscosity of the second liquid?
0.625 Pa.s
0.5 Pa.s
2.5 Pa.s
1.0 Pa.s
What are the two types of fluid flow associated with frictional drag?
Laminar and Turbulent
Viscous and Non-viscous
Compressible and Incompressible
Steady and Unsteady
A skydiver has a weight of 900 N. When reaching terminal velocity while in the air, the upthrust is 5% of the weight. What is the the drag force at that moment?
45 N up
45 N down
855 N up
855 N down
