Joint CQSE and CASTS Seminar Weekly Seminar May 22, 2015 (Friday) TIME TITLE

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• Quantum mechanics
• Physics
• Quantum harmonic oscillator

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• Quantum mechanics
• Quantum measurement
• Interpretations of quantum mechanics
• Waves
• De BroglieBohm theory
• Quantum potential
• Wave function
• Free particle
• Wave
• Quantum harmonic oscillator
• Mathematical formulation of quantum mechanics
• Photon

1 Problem set due - Friday March. 15th, 5pm. Problem set 8 - Angular momentum and 3D quantum problems 1. Consider a 3-dimensional harmonic oscillator, with potential: 1

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1 Ph 12b Homework Assignment No. 1 Due: 5pm, Thursday, 14 JanuaryUncertainty principle and the quantum harmonic oscillator. For

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• Quantum harmonic oscillator
• Uncertainty principle
• Quantum state
• Coherent states
• Schrödinger equation
• Physics
• Quantum mechanics
• Photon

Ph 12b Final Exam Solution J. Preskill – Wednesday, 17 MarchBound states of two narrow wells — 30 total points A particle with mass m moves in one dimension, governed by the potential V (x) =

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• Hyperbolic function
• Transcendental number
• Geometry
• Mathematics
• Mathematical analysis
• Quantum harmonic oscillator

PH12b 2010 Solutions HW#1 1. ­ ® a) hi = 0 = hi imply that (∆)2 = 2 ­ 2® 

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• Harmonic oscillator
• Uncertainty principle
• Hamiltonian
• Equations of motion
• Physics
• Quantum mechanics
• Quantum harmonic oscillator

1 Ph 12b Homework Assignment No. 6 Due: 5pm, Thursday, 25 FebruaryGeometric phase (15 points).

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• Hilbert space
• Self-adjoint operator
• Quantum harmonic oscillator
• Creation and annihilation operators
• Physics
• Operator theory
• Quantum mechanics

Physics 522. Quantum Mechanics II Problem Set #7 – Time Dependent Perturbations Due Tuesday, March 24, 2015 Problem 1: Driven Harmonic Oscillator (15 points) Consider the problem of a simple harmonic oscillator driven

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Physics 521, Quantum Mechanics I Problem Set #9: Due: Tuesday Nov. 4, 2014 Problem 1: The (Quantum) Thermal State of the Simple Harmonic Oscillator (25 points) Consider a particle of mass m in a harmonic potential well o

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Quantum Wave Packet Moving in Harmonic Potential Consider a one-dimensional quantum-mechanical harmonic oscillator described by the Schr¨odinger equation h ¯2 2 1

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