Griffiths QM 6.13 (3d edition) Solution: Relativistic Correction for Quantum Harmonic Oscillator скачать в хорошем качестве

Griffiths QM 6.13 (3d edition) Solution: Relativistic Correction for Quantum Harmonic Oscillator

In this video I will solve Problem 6.13 as it appears in the 3rd edition of Griffiths Introduction to Quantum Mechanics The problem states: Find the lowest order relativistic correction to the energy levels of the one-dimensional harmonic oscillator. Here is Problem 2.37, which I refer to often throughout the video!    • Griffiths QM Problem 2.37 (3rd edition): F...   If you enjoy my content, please consider checking out my Patreon! www.patreon.com/nickheumann Also, consider subscribing and following me on my socials! twitter: twitter.com/nickheumann Instagram: instagram.com/nicolasheumann twitch: www.twitch.tv/nickheumann My name is Nick Heumann, I am a recently graduated physicist. I love to teach physics, so I decided to give YouTube a try. English is not my first language, but I hope that you can understand me well enough regardless. ▬ Contents of this video ▬▬▬▬▬▬▬▬▬▬ 00:00 Introducing the Problem 01:17 Plugging everything into the General Formula 03:20 To find expectation value of X^2, check out problem 2.37 (link in description) 05:00 Finding the expectation value of x^4 08:00 Applying the raising and lowering operators to states n 20:10 Plugging in the result