Fig.1 - Comparing Viscosity Using Air Bubbles |
Viscosity
is defined as a fluid’s internal resistance to flow. The correct amount of
viscosity is important in oils used as lubricants. Motor oils, for instance,
will not prevent friction between the engine parts if they are too thin but,
conversely, will not allow parts to move freely if they are too viscous. Heat
reduces the viscosity of a liquid and must therefore be taken into account when
selecting appropriate oils.
The
viscosity of fluids can be gauged by simply observing how easily they pour or
spread along a solid surface or by determining the time taken for an object to
move vertically through it. The following experiments are suitable for a middle
secondary class, with methods ranging from simple to moderately difficult.
A Simple Method for Comparing the
Viscosity of Oils – Materials and Teaching Method
In
this experiment the viscosity of different oils is compared by determining the
time taken for air bubbles to rise to the top of an inverted container of the
oil (as demonstrated in figure 1).
Fig. 2- Determining the Viscosity of Engine Oil |
The
following materials and equipment are required per group of around 4 students:
•
four empty 500ml clear plastic drink bottles
•
200ml of each of the following: olive oil, canola oil, low
viscosity motor oil, high viscosity motor oil
•
stopwatch
Students
should be instructed to copy down the following directions, which could be
followed by a teacher-led explanation.
1.
Pour each of the four oils into the clear plastic bottles
and screw on the lids.
2.
For each oil, turn the bottle upside down and time how
long it takes for an observed air bubble to reach the top of the fluid.
3.
Repeat this procedure twice and obtain an average for each
oil.
4.
Record results in a table and draw a column graph of oil
type v. average time for bubbles to rise.
Viscosity Follow-Up Activity
This
experiment could be repeated after standing the four bottles of oil in a water
bath or container of hot water for around 5 minutes. Students should observe
that the viscosity of each oil decreases with increasing temperature. An
alternative, yet still simple, experiment could involve timing how long each
type of oil takes to actually pour out of the bottle when the lid is removed
and it is turned upside down (see a similar method in figure 2).
A More Involved Method for Comparing
the Viscosity of Oils – Materials and Teaching Method
This
method, which involves calculating the time taken for a ball bearing to reach
the bottom of a vertical column of the oil, can be used to actually calculate
the numerical value for the viscosity,η, of each type of oil, in g/cm.s.
Data
needed for this calculation include the radius and density of the ball bearing,
the density of the oil and the speed of the ball bearing as it moves through
the fluid. Alternatively, students may choose to simply compare the time taken
for the ball bearing to travel through each type of oil.
The
following materials and equipment are required per group of around 4 students:
•
four one litre measuring cylinders
•
one litre of each of the following: olive oil, canola oil,
low viscosity motor oil , high viscosity motor oil
•
stopwatch
•
electronic balance
•
twelve ball bearings, each 3mm in diameter
•
10ml measuring cylinder of water to measure volume of the
ball bearing by displacement
Students
should be instructed to copy down the following directions, which could be
followed by a teacher-led explanation.
1.
Pour each of the four oils into the measuring cylinders.
2.
Using the electronic balance and the measuring cylinder of
water for the ball bearing, determine the density of the ball bearing and the
oils by dividing their mass by their volume. The results should be in g/cm3.
3.
Calculate the density of the oil by dividing its mass by
its volume.
4.
Drop a ball bearing into each of the four types of oil and
record the time in seconds it takes to reach the bottom of the cylinder.
5.
Repeat this procedure twice and obtain an average for each
oil.
6.
Measure the distance travelled by the ball bearing in cm
and divide this distance by the average time taken in order to determine the
average velocity (in cm/s) of the ball bearings in each cylinder.
7.
Record all results in a table.
Students
can use the following equation, derived from Stokes’ Law, to determine the
viscosity, η, of each type of oil in g/cm.s:
Viscosity
(η) =2(Δρ)gr2 / 9v,
where
Δρ is the density difference between the oil and the ball bearing, g is
acceleration due to gravity of 980cm/s2, r is the radius of the ball bearing
and v is the average velocity of the ball bearing.
Follow-Up Activity: Motor Oil
Viscosity and Temperature
A
good motor oil will not change markedly over a wide range of temperatures, as
this could affect engine wear and tear. The above experiment could be repeated
by standing the measuring cylinders in water baths that have been adjusted to
specified temperatures.
Further
work could involve students researching Stokes’ law, fluid dynamics and
terminal velocity.The ball bearings should have reached a constant, or
'terminal' velocity when the force of gravity became balanced by buoyancy and
viscosity forces within the oils.
References
Olsen,
Andrew. " The Viscosity of Motor Oil." Science Buddies Science Fair
Projects, 2010.
The
Nuffield Foundation. "Falling Through
a High Viscosity Liquid." Practical Physics, 2004.
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