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Mass of "Force Sensor" (model CI-6537) = 0.333 ( kg ) Mass of the collision cart with the attached force sensor: mcoll cart with the force sensor = 0.897 ( kg ) The red arrow indicates the moment of collision. 45 16 15 10 15 20 25 4(25477,03409) Ties 35 Max VELOCITY OF COLLIDON CART(S)02964 0.3764 FORCE (Newton 50 M MM 1408 075 ewline wee
The red arrow indicates the moment of collision. 6 15 Velocity(m/s) 0.5 05 10 -1.5 15 10 Force Newtons) 10 1.0 1.5 20 25 Tinde (29477.0.3409) (2.9750,003) 38 Tim) 35 Min VELOCITY OF COLLISION CART(ms) Run 5 02954 03764 FORCE (Newtons) Run 5 5.0 Max Area 14.68 0.75 Newtons s 8
Velocity (m/s) Momentum ( kgm/s) = I Pafter Pbefore I = Change of momentum during the collision (= impulse): | Pchange I Submit Answer Tries 0/5 Submit Answer Tries 0/5 MS Data Table 3- Moment of Soft Collision Before Collison - 0.3764 Submit Answer Tries 0/5 (kg* m/s) After Collison -0.2964 Width of the force vs. time peak, i.e., how long does the collision last? At = 0.086 (s) Maximum force (max. of the force vs. time graph) = 14.68 (N) What was the maximum absolute value of acceleration experienced by the collision cart? a= (m/s²) How many times this is larger than the acceleration due to gravity? Hint: F= mcoll. cart with the force sensor a a/g = Submit Answer Tries 0/5 3 x