Professor M does Science | Ladder operators in angular momentum @ProfessorMdoesScience | Uploaded December 2020 | Updated October 2024, 1 hour ago.
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📚 Ladder operators allow us to increase or decrease a component of angular momentum by a discrete amount hbar. These operators are extremely useful because angular momentum is indeed quantized. In this video, we derive a long list of properties of ladder operators that will prove extremely useful in our study of angular momentum.
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⏮️ BACKGROUND
Hermitian operators: youtu.be/XIgDUfyrLAY
Compatible observables: youtu.be/IhJvX4H7xkA
Angular momentum: youtu.be/Bo5qoaLsBOE
⏭️ WHAT NEXT?
Angular momentum eigenvalues: youtu.be/t7x6vt6xkAI
~
Director and writer: BM
Producer and designer: MC
💻 Book a 1:1 session: docs.google.com/forms/d/e/1FAIpQLScUL187erItvC7GPnNU2pelsueyVFr94nRq2A5Eq2aVRdGiIQ/viewform?pli=1
📚 Ladder operators allow us to increase or decrease a component of angular momentum by a discrete amount hbar. These operators are extremely useful because angular momentum is indeed quantized. In this video, we derive a long list of properties of ladder operators that will prove extremely useful in our study of angular momentum.
🐦 Follow me on Twitter: twitter.com/ProfMScience
⏮️ BACKGROUND
Hermitian operators: youtu.be/XIgDUfyrLAY
Compatible observables: youtu.be/IhJvX4H7xkA
Angular momentum: youtu.be/Bo5qoaLsBOE
⏭️ WHAT NEXT?
Angular momentum eigenvalues: youtu.be/t7x6vt6xkAI
~
Director and writer: BM
Producer and designer: MC