Uploaded November 2020 | Updated September 2026, 1 day ago
This video goes over three different example problems for energy in simple harmonic motion. We will calculate the kinetic energy, the potential energy, the total mechanical energy, the maximum velocity and the amplitude. We will also learn the key terms that you needed to describe an oscillating mass as well as the important points in its motion where the displacement, velocity, potential energy, kinetic energy and total mechanical energy are at their maximum and minimums.
As the object oscillates back and forth its potential and kinetic energy are continuously being exchanged for one another. At its greatest displacement the potential energy of the mass is at its maximum and the kinetic energy is zero. At the equilibrium position the kinetic energy is at its maximum and the potential energy is zero.
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Chapters:
0:00 Energy for SHM
0:50 Example No. 1
2:05 Ex. 1, Total Energy
3:20 Ex. 1, Maximum Speed
6:20 Ex. 1, Velocity at 10 cm
8:00 Example No. 2, Qualitative Determination
8:25 Ex. 2 Total Energy
10:40 Ex. 2, Maximum Velocity
11:40 Ex. 2, Acceleration
12:40 Example No. 3, Vertical Spring
13:58 Ex. 3, Spring Constant
15:25 Ex. 3, Potential Energy
16:02 Ex. 3, Total Energy
16:50 Ex. 3, Kinetic Energy
This video goes over three different example problems for energy in simple harmonic motion. We will calculate the kinetic energy, the potential energy, the total mechanical energy, the maximum velocity and the amplitude. We will also learn the key terms that you needed to describe an oscillating mass as well as the important points in its motion where the displacement, velocity, potential energy, kinetic energy and total mechanical energy are at their maximum and minimums.
As the object oscillates back and forth its potential and kinetic energy are continuously being exchanged for one another. At its greatest displacement the potential energy of the mass is at its maximum and the kinetic energy is zero. At the equilibrium position the kinetic energy is at its maximum and the potential energy is zero.
Social Media for Step by Step Science:
Teacher Pay Teachers Store: tinyurl.com/y6d2cdfj
Instagram: instagram.com/stepbystepscience101
Website: stepbystepscience.com
Blog: stepbystepscience.com/blog
Link Tree: https://linktr.ee/stepbystepscience
Link for sharing this video: youtu.be/k-mcfzKrMAg
Support my channel by doing all of the following:
(1) Subscribe to get all my excellent physics, chemistry and math videos.
(2) Give me a thumbs up for this video.
(3) Leave me a nice positive comment.
(4) Share is Caring, sharing this video with all of your friends..
Chapters:
0:00 Energy for SHM
0:50 Example No. 1
2:05 Ex. 1, Total Energy
3:20 Ex. 1, Maximum Speed
6:20 Ex. 1, Velocity at 10 cm
8:00 Example No. 2, Qualitative Determination
8:25 Ex. 2 Total Energy
10:40 Ex. 2, Maximum Velocity
11:40 Ex. 2, Acceleration
12:40 Example No. 3, Vertical Spring
13:58 Ex. 3, Spring Constant
15:25 Ex. 3, Potential Energy
16:02 Ex. 3, Total Energy
16:50 Ex. 3, Kinetic Energy
