Additional experiment:oil viscosity
Following the success of first experiment, here we advance our story with another experiment by testing the oil viscosity using syringe.

Using the well developed model: Poiseuille's Law, we can make use of the fact that viscosity of a fluid is proportional to time taken for it to travel through a given distance. Here we measure the time as the time needed for the oil inside a 10ml syringe to completely drained under the pressure of 50g weight. Since the other parameters such as syringe outlet radius are unobtainable, we measure and compare the time taken as a qualitative comparison as long as control variables are well fixed.
Result:

Using the well developed model: Poiseuille's Law, we can make use of the fact that viscosity of a fluid is proportional to time taken for it to travel through a given distance. Here we measure the time as the time needed for the oil inside a 10ml syringe to completely drained under the pressure of 50g weight. Since the other parameters such as syringe outlet radius are unobtainable, we measure and compare the time taken as a qualitative comparison as long as control variables are well fixed.
Result:
Time taken\Oil age
|
t=0
|
t=5 mins
|
t=10 mins
|
t=15 mins
|
t=20 mins
|
Trial 1
|
14.2
|
15.4
|
16.3
|
18.1
|
19.6
|
Trial 2
|
14.5
| 15.3 |
16.1
|
18.2
|
19.8
|
Trial 3
| 14.3 | 15.6 | 16.3 | 18.2 | 20.1 |
Two sample t-test is used to test significance between t=0 group and t=20 mins group
Group\Quantity
|
p-value
|
t-statisitcs
|
standard deviation
|
t=0 vs t=20 mins
|
5.4375e-06
|
-32.3592
|
0.2082
|
As p<<0.05, there should be significance in their difference.

留言
張貼留言