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11210phys113403

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11210PHYS113403

普通物理A一(General Physics A (I))

Instructor

  • Prof. Pochung Chen
  • R521, Physics building
  • pcchen {at} phys {dot} nthu {dot} edu {dot} tw

Teaching Assistant

  • TBA

Time

  • T3T4R3R4

Room

  • CHEM II化二 223

Grade

  • TBA

Textbooks

  • Physics for Scientists and Engineers (Serway and Jewett)

Notes

  • This course follows a 16-week syllabus with extra learning materials available online.
  • AI tools (like ChatGPT) are allowed with necessary explanations.

Weekly schedule

Week 1 Course introduction What is time?

Week 2 Lorentz transformation How to describe a dynamical system?

Week 3 Newton's second law 教師節

Week 4 Do forces always appear in pairs? Center of mass

Week 5 國慶日 Is energy always conserved?

Week 6 Conservative force and potential energy How does a rotating top maintain its balance?

Week 7 Moment of inertia Coriolis effect

Week 8 midterm (Q1-Q5) midterm 2 discussions

Week 9 Are black holes black? Gravity and spacetime curvature

Week 10 Is pressure in liquids a scalar, a vector or a tensor? Hagen-Poiseuille equation

Week 11 What is propagating in traveling waves? Wave equation

Week 12 Wave equation 2 Sound waves

Week 13 How is thermal equilibrium reached? Heat and the first law of thermodynamics

Week 14 Heat and the first law of thermodynamics 2 How to quantify uncertainty in a statistical system?

Week 15 Entropy and the second law of thermodynamics thermal and information entropy

Week 16 final (Q6-Q10) final discussions

Weekly schedule

  • Week 1: 9/17/2020
    • The van der Waals system.
    • Fluids, Magnets, and the Ising Model.
    • Arovas, Chapter 7.2, 7.3.
  • Week 2: 9/24/2020
    • Mean Field Theory.
    • Arovas, Chapter 7.4.
  • Week 3: 10/1/2020 中秋節
    • No class.
  • Week 4: 10/8/2020
    • Variational Density Matrix Method.
    • Arovas, Chapter 7.5.
  • Week 5: 10/15/2020
    • Variational Density Matrix Method.
    • Arovas, Chapter 7.6.
  • Week 6: 10/22/2020
    • Variational Density Matrix Method.
    • Landau Theory of Phase Transition.
    • Arovas, Chapter 7.5, 7.6.
  • Week 7: 10/29/2020
    • Landau Theory of Phase Transition.
    • Ising model.
    • Arovas, Chapter 7.6, 6.2.
  • Week 8: 11/5/2020
    • Ising model.
    • Transfer matrix, Peierls’ argument.
    • Arovas, Chapter 6.2.
    • Pathria, Chapter 13.2.
    • Baxter, Chapter 2.
  • Week 9: 11/12/2020
    • 2D Ising model.
    • High temperature expansion, low temperature expansion.
    • Duality transformation.
    • Pathria, Chapter 13.4.
    • Baxter, Chapter 6.
  • Week 10: 11/19/2020
    • Renormalization group.
  • Week 11: 11/26/2020
    • Renormalization group.
  • Week 12: 12/3/2020
    • Scaling.
    • Renormalization group.
  • Week 13: 12/10/2020
    • Renormalization group.
  • Week 14: 12/17/2020
    • Renormalization group.
    • Finite size scaling.
  • Week 15: 12/24/2020
    • Renormalization group.
    • Finite size scaling.
  • Week 16: 12/31/2020
    • Finite size scaling.
    • Tensor renormalization group.
  • Week 17: 1/7/2021
  • Week 18: 1/14/2021

Homework

11210phys113403.1686791716.txt.gz · Last modified: 2023/06/15 01:15 by pcchen