Thermodynamics, Statistical Physics, and Quantum Mechanics

xxii Contents

4.100.

4.101.

4.102.

4.103.

4.104.

4.105.

4.106.

228

230

232

234

236

238

241

Two-Dimensional Debye Solid (Columbia, Boston)

Einstein Specific Heat (Maryland, Boston)

Gas Adsorption (Princeton, MIT, Stanford)

Thermionic Emission (Boston)

Electrons and Holes (Boston, Moscow Phys-Tech)

Adiabatic Demagnetization (Maryland)

Critical Field in Superconductor (Stony Brook, Chicago)

Quantum Mechanics

One-Dimensional Potentials

5.1.

5.2.

5.3.

5.4.

5.5.

5.6.

5.9.

5.10.

5.11.

5.12.

5.13.

Shallow Square Well I (Columbia)

Shallow Square Well II (Stony Brook)

Attractive Delta Function Potential I (Stony Brook)

Attractive Delta Function Potential II (Stony Brook)

Two Delta Function Potentials (Rutgers)

Transmission Through a Delta Function Potential

(Michigan State, MIT, Princeton)

Delta Function in a Box (MIT)

Particle in Expanding Box (Michigan State, MIT, Stony

Br0ook)

One-Dimensional Coulomb Potential (Princeton)

Two Electrons in a Box (MIT)

Square Well (MIT)

Given the Eigenfunction (Boston, MIT)

Combined Potential (Tennessee)

Harmonic Oscillator

5.14.

5.15.

5.16.

5.17.

5.18.

5.19.

5.20.

5.21.

Given a Gaussian (MIT)

Harmonic Oscillator ABCs (Stony Brook)

Number States (Stony Brook)

Coupled Oscillators (MIT)

Time-Dependent Harmonic Oscillator I

(Wisconsin-Madison)

Time-Dependent Harmonic Oscillator II(Michigan State)

Switched-on Field (MIT)

Cut the Spring! (MIT)

243

243

243

244

245

247

248

250

250

251

253

253

255

255

256

257

257

258

260

262

263

263

264

265

266

266

267

269

271

272

Angular Momentum and Spin

5.22.

5.23.

5.24.

5.25.

5.26.

Given Another Eigenfunction(Stony Brook)

Algebra of Angular Momentum (Stony Brook)

Triplet Square Well (Stony Brook)

Dipolar Interactions (Stony Brook)

Spin-Dependent Potential(MIT)

5.7.

5.8.