kinmodellab3

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course Phy 232

6-16-11 about 4:30pm

Experiment kinmodel_03: Equipartition of energy and the direction of disorder to (increasing or decreasing)Observe the first several seconds of the simulation at the 'slow' default speed. You will see how the particles initially are all moving in or very close to the x direction, with little or no y component. Note the x and y kinetic energies, displayed near the top of the screen.

• Observe what happens to the directions of motion of the particles as they start colliding.

• Observe what happens to the x and y kinetic energies.

• Is the system more organized at the beginning of the simulation or after a couple of minutes?

• If the x and y kinetic energies were averaged for 100 years, starting a few minutes after the simulation began, which do you think would be greater?

Run the simulation in this manner several times, and each time determine how long it takes before the total y kinetic energy is first greater than the total x kinetic energy. Report your results.

Now take some data:

• Running at the fastest default speed, stop the simulation with the pause/break key every few seconds, keeping your eyes closed for at least 2 seconds before stopping the motion.

• Write down the x and y kinetic energies each time.

• Do this at least 30 times.

• Find the average of all your x and all your y kinetic energies.

• Do you believe the difference in the averages is significant, in that the direction that has the higher average will always tend to have the higher average every time the simulation is run?

Ave x KE

1840

1834

1446

1486

1718

1699

1716

2023

1794

1729

1665

2063

1716

1729

1659

1834

2123

1668

2009

1779

2039

1483

1983

1525

2175

1732

1684

2202

2243

1834

Their mean is 54430/ 30 = 1814.

Ave y KE

1637

1643

2032

1991

1760

1778

1761

1455

1684

1749

1813

1415

1762

1749

1819

1644

1355

1810

1469

1699

1439

1995

1495

1953

1303

1746

1795

1276

1236

1645

Their mean is 49910/ 30 = 1664.

Yes I do not think that the x KE will always tend to have the higher ave than the y KE. The standard deviation, as calculated by the data program, for the x KE is 213.7 and the y KE is 213.6 (this seems remarkably close to me). Based on this, I would say that the x KE will be higher the majority of the time.

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