One object twice as massive as the other, moving toward the other object, which is at rest. Describe how the objects behaved. The Logger Pro graph below shows force vs. time data collected for this type of collision, with an integral performed for each graph to calculate the impulse.  Use this

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Chapter7: Gravitation
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Problem 82A
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  1. One object twice as massive as the other, moving toward the other object, which is at rest.

Describe how the objects behaved.

The Logger Pro graph below shows force vs. time data collected for this type of collision, with an integral performed for each graph to calculate the impulse.  Use this data to compare the impulses as described above. 

A cart with double the usual mass, runs into a stationary cart of the original mass.

10-
Integral for: Twice as massive (other at rest) | Force 2
Integral: 0.1355 N*s
5-
0-
-5-
Integral for: Twice as massive (other at rest) | Force 1
Integral: -0.1348 N*s
-10-
-0.05
0.00
Time (s)
Force 1 (N) Force 2 (N)
Transcribed Image Text:10- Integral for: Twice as massive (other at rest) | Force 2 Integral: 0.1355 N*s 5- 0- -5- Integral for: Twice as massive (other at rest) | Force 1 Integral: -0.1348 N*s -10- -0.05 0.00 Time (s) Force 1 (N) Force 2 (N)
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