量子力學導論

This course will introduce:  the fundamental concepts of quantum mechanics  the QM formulations for basic quantum systems such as particle in a box, harmonic oscillator, rigid rotor, and hydrogen atom  the approximation methods for many-body systems The aims of this course are  to develop the fundamental knowledge of quantum mechanics  to understand the trend of semiconductor material properties and the electronic configurations of atoms in periodic table  to know the practical applications of quantum mechanics in microelectronic devices.

Modern Physics/Basic Level of differential equation and linear algebra

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In-class quiz: 10% Midterm Exam: 45% Final Exam: 45%

• Wave function

  Historic background, probability, uncertainty principle, and the formulation of Schrödinger equation

  講授：

  3

• 1D quantum systems

  The time-independent Schrödinger equation of particle in a 1D box and 1D harmonic oscillator

  講授：

  9

• 3D quantum systems

  The Schrödinger equation of rigid rotor and hydrogen atom; lectron spin and spin-orbit interaction

  講授：

  9

• Identical particles

  Multi-particle systems and exchange symmetry

  講授：

  3

• Approximation methods and atoms

  Approximation methods, many-electron atoms and periodic table

  講授：

  9

• Formulation of quantum mechanics

  Operators, vectors, eigenfunctions, observables, statistical nterpretations and notations

  講授：

  9

" Introduction to Quantum Mechanics, third edition” by David J. Griffiths and Darrell F. Schroeter. (Cambridge University Press, 2018)

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張怡雅老師