The Many Hidden Worlds of Quantum Mechanics — Season 1, Episode 4: A Wave Function to Describe Particles
Documentary • 30 min • 1 season, 24 episodes • ★ 10.0/10
Episode synopsis
Transition from the old quantum theory to full-fledged quantum mechanics with the mathematically elegant concept of the wave function, derived by Erwin Schrödinger in 1925. Professor Carroll guides you through the terms of the Schrödinger equation, which earned a Nobel Prize for Schrödinger and became the basis for wave mechanics-the theory that predicts how quantum systems behave.
About The Many Hidden Worlds of Quantum Mechanics
One universe is not enough. Learn about the Many-Worlds Interpretation of quantum mechanics in this exciting course taught by a renowned expert, Sean Carroll.
More episodes from Season 1
- E1Why Suppose There's More Than One World?
- E2The Classical Physics World That Never Was
- E3Quantum Worlds Start With Waves and Particles
- E5Copenhagen Says the Wave Function Collapses
- E6Is the Wave Function Real?
- E7Uncertainty in Action With Spin and Qubits
- E8Quantum Entanglement and Action at a Distance
- E9Entanglement Leads to Many Worlds
- E10Decoherence Explains Branching Worlds
- E11How Entanglement Powers Quantum Computers
- E12Too Many Worlds! Five Objections Answered
- E13Testing the Many-Worlds Interpretation