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Conservation of Energy - Testing Physics
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Expanding on the previous session, we test the concept of conservation of energy for systems involving kinetic energy, gravitational energy, and spring energy. We also test the properties of elastic collisions and show that both the total momentum and total kinetic energy are conserved.
0:00 Introduction
0:37 Calculating Gravitational Potential Energy
8:38 Testing Energy Conservation with Gravitational Energy
12:13 Calculating Spring Potential Energy
19:59 Testing Energy Conservation with Spring Energy
25:03 Calculating Energy and Momentum in Elastic Collisions
32:37 Testing Energy & Momentum conservation in Elastic Collisions
42:08 Testing Springs Launching Carts and Energy Conservation
Here's some of the velocity data (approximate based on readings of graphs) if you want to check the numbers:
Elastic Collision #1: m1 = 0.558kg, m2 = 0.303kg, v1i = 0.45m/s, v2i = 0m/s, v1f = 0.14m/s, v2f = 0.56m/s
Elastic Collision #2: m1 = 0.558kg, m2 = 0.303kg, v1i = 0.37m/s, v2i = 0m/s, v1f = 0.11m/s, v2f = 0.47m/s
Elastic Collision #3 (redo) : m1 = 0.309kg, m2 = 0.676kg, v1i = 0.63m/s, v2i = 0m/s, v1f = -0.21m/s, v2f = 0.38m/s
Inelastic (stick together) Collision: m1 = 0.309kg, m2 = 0.676kg, v1i = 0.53m/s, v2i = 0m/s, v1f = 0.17m/s, v2f = 0.17m/s
Elastic Collision #4 (thrown at each other) : m1 = 0.309kg, m2 = 0.801kg, v1i = 0.36m/s, v2i = -0.25m/s, v1f = -0.49m/s, v2f = 0.094m/s
Low masses spring launch: m1 = 0.294kg, m2 = 0.293kg, initial velocities are zero, v1f = 0.53m/s, v2f = -0.54m/s
High masses spring launch: m1 = 0.792kg, m2 = 0.790kg, initial velocities are zero, v1f = 0.33m/s, v2f = -0.33m/s
Different masses spring launch: m1 = 0.294kg, m2 = 0.790kg, initial velocities are zero, v1f = 0.65m/s, v2f = -0.25m/s
0:00 Introduction
0:37 Calculating Gravitational Potential Energy
8:38 Testing Energy Conservation with Gravitational Energy
12:13 Calculating Spring Potential Energy
19:59 Testing Energy Conservation with Spring Energy
25:03 Calculating Energy and Momentum in Elastic Collisions
32:37 Testing Energy & Momentum conservation in Elastic Collisions
42:08 Testing Springs Launching Carts and Energy Conservation
Here's some of the velocity data (approximate based on readings of graphs) if you want to check the numbers:
Elastic Collision #1: m1 = 0.558kg, m2 = 0.303kg, v1i = 0.45m/s, v2i = 0m/s, v1f = 0.14m/s, v2f = 0.56m/s
Elastic Collision #2: m1 = 0.558kg, m2 = 0.303kg, v1i = 0.37m/s, v2i = 0m/s, v1f = 0.11m/s, v2f = 0.47m/s
Elastic Collision #3 (redo) : m1 = 0.309kg, m2 = 0.676kg, v1i = 0.63m/s, v2i = 0m/s, v1f = -0.21m/s, v2f = 0.38m/s
Inelastic (stick together) Collision: m1 = 0.309kg, m2 = 0.676kg, v1i = 0.53m/s, v2i = 0m/s, v1f = 0.17m/s, v2f = 0.17m/s
Elastic Collision #4 (thrown at each other) : m1 = 0.309kg, m2 = 0.801kg, v1i = 0.36m/s, v2i = -0.25m/s, v1f = -0.49m/s, v2f = 0.094m/s
Low masses spring launch: m1 = 0.294kg, m2 = 0.293kg, initial velocities are zero, v1f = 0.53m/s, v2f = -0.54m/s
High masses spring launch: m1 = 0.792kg, m2 = 0.790kg, initial velocities are zero, v1f = 0.33m/s, v2f = -0.33m/s
Different masses spring launch: m1 = 0.294kg, m2 = 0.790kg, initial velocities are zero, v1f = 0.65m/s, v2f = -0.25m/s
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