For a simple harmonic oscillator (SHO) of mass 45g vibrating at a frequency of 2.4 Hz (vibrations per second) with an amplitude 0.040 m: (a) Determine the force constant (kr) of the spring. Given: The fundamental vibration frequency of a simple harmonic oscillator is v=(k, I m), where k and m are the force constant and the oscillating mass, 27 respectively. (b) What would be the quantum number v if the system were treated quantum-mechanically? Comment on your result. Given: Energy of a simple harmonic oscillator can be approximated as k, x (amplitude).
For a simple harmonic oscillator (SHO) of mass 45g vibrating at a frequency of 2.4 Hz (vibrations per second) with an amplitude 0.040 m: (a) Determine the force constant (kr) of the spring. Given: The fundamental vibration frequency of a simple harmonic oscillator is v=(k, I m), where k and m are the force constant and the oscillating mass, 27 respectively. (b) What would be the quantum number v if the system were treated quantum-mechanically? Comment on your result. Given: Energy of a simple harmonic oscillator can be approximated as k, x (amplitude).
Related questions
Question
please solve both part as soon as possible.
Expert Solution
This question has been solved!
Explore an expertly crafted, step-by-step solution for a thorough understanding of key concepts.
Step by step
Solved in 2 steps