This module introduces quantum mechanics, developing knowledge of wave-functions, the Schrodinger equation, solutions, and quantum numbers for important physical systems and their properties. The quantum mechanics approach involves key terminology and mathematical operations, including eigenstates and eigenvalues, and expectation values. The Schrodinger equation is studied via important example systems including 2-state systems, particles and simple potentials, and the simple harmonic oscillator. The Schrodinger equation in spherical polar coordinates leads to the quantum mechanical description of angular momentum. Atomic physics studies solutions for atoms, the most important being the hydrogen atom, and interactions with electromagnetic radiation. The above methods can also be applied to molecules and nuclei. This module provides a detailed accurate description of atoms, which are the building blocks for a vast range of physics phenomena.
Lecture 32 hours, Workshop 8 hours
2 items of coursework of the order of 7.5 hours each Portfolio. Assessment Details: Problem-Solving worth 30%.
2 hours Exam. Assessment Details: Exam worth 70%.
Reassessment Method: Like-for-like.
On successfully completing the module, students will be able to:
1. Illustrate and review the development of the quantum physics framework for describing fundamental physical properties including in atoms.
2. Examine and compare the physical properties in quantum and atomic physics, including their units and quantities.
3. Analyse the key physics equations that relate physical properties in quantum and atomic physics.
4. Solve problems and compute physical properties in quantum and atomic physics.
5. Formulate mathematical descriptions to model, and predict, phenomena in the real world.
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