Example_Momentum_Report

Introductory Physics Laboratory Faculty of Science, Ontario Tech University Lab Report IP-03: Energy and Linear Momentum Conservation in Elastic and Inelastic Collisions Don’t copy use as reference neither of us want a plagiarism check Initial and Final Velocities, Coefficient of Restitution Table 1 Run # m 1 , kg m 2 , kg t 1 , s v 1 , m/s v 2 , m/s t 2 , s v 1 ' , m/s v 2 ' , m/s e 1 0.2571kg 0.2541 kg 2.05 s 0.392 m/s 0 m/s 2.31 s -0.002 m/s 0.385 m/s 0.987 2 0.2571kg 0.5066 kg 1.57 s 0.487 m/s 0.001 m/s 1.93 s -0.155 m/s 0.323 m/s 0.984 3 0.2571kg 0.2541 kg 6.05 s 0.313 m/s -0.008 m/s 6.25 s 0.057 m/s 0.239 m/s 0.567 4 0.2571kg 0.5066 kg 1.53 s 0.593 m/s -0.005 m/s 1.73 s -0.034 m/s 0.306 m/s 0.569 5 0.2571kg 0.2541 kg 1.19 s 0.432 m/s -0.013m/s 1.41 s 0.201 m/s 0.201 m/s 0 6 0.2571kg 0.5066 kg 1.55 s 0.624 m/s 0 m/s 1.81 s 0.204 m/s 0.208 m/s 0.006 Momentum and Kinetic Energy Table 2 Run # P , kg·m/s P' , kg·m/s % difference K , kg·m 2 /s 2 K' , kg·m 2 /s 2 Loss of Kinetic Energy, % 1 0.1021 0.0978 4% 0.0198 J 0.0190 J 4% 2 0.1257 0.1208 4% 0.0305 J 0.0291 J 5% 3 0.0789 0.0720 9% 0.0126 J 0.0069 J 45% 4 0.1508 0.1454 4% 0.0453 J 0.0236 J 48% 5 0.1086 0.1023 6% 0.0240 J 0.0102 J 58% 6 0.1593 0.1575 1% 0.0500 J 0.0162 J 68% Run 1 Perfect elastic. (Note no matter what we tried we were unable to make the time sync up perfectly for both so there will be a discrepancy of 0.02, however to make up for that the average between the two times is what will be used) Lab Report IP-03: Energy and Linear Momentum Conservation in Elastic and Inelastic Collisions

Introductory Physics Laboratory Faculty of Science, Ontario Tech University Run 2 Perfect elastic unequal mass. Lab Report IP-03: Energy and Linear Momentum Conservation in Elastic and Inelastic Collisions 2