To introduce the concepts and the experimental foundations of quantum theory. To carry out simple calculations related to quantum mechanical problem tasks. To show the impact of quantum theory on contemporary science.

(LO1) Understand the failures of classical physics and the evidence that supports a quantum mechanical view of nature.

(LO2) Solve basic problems relating to Planck’s radiation law, the photoelectric effect, Bohr’s model of the atom, and Compton scattering.

(LO3) Understand, describe, and discuss the features of wave-particle duality and Heisenberg’s uncertainty principle, and apply knowledge to solve simple problems.

(LO4) Develop an understanding of the role of the wave-function in quantum theory and apply knowledge to calculate probabilities in simple bound potentials.

(LO5) Solve the Schrodinger Equation for infinite square well potential and Coulomb potential in 1D and interpret the solutions.

(LO6) Predict the shift in energy and wavelength of radiation emitted from single-electron atoms placed within an external magnetic field.

(LO7) Describe, explain, and calculate the effect of electron screening on atomic energy levels.

(LO8) Apply Pauli’s Exclusion principle to understand the structure of the periodic table.

(LO9) Develop a basic understanding of lasers.

(S1) Problem solving skills relating to quantum phenomena.

(S2) Collaborative Learning.

• Photons and the need of a quantum theory of light.
• Black body radiation.
• Planck's quantum.
• Einstein's completion of Planck's quantum.
• Experimental evidence for energy-momentum conservation for light : Photo-electric effect, Compton effect.
• Davisson-Germer experiment
• Atoms : brief history.
• Atomic spectra.
• Thompson's pudding.
• Rutherford and the nucleus.
• Franck-Hertz experiment.
• Bohr's theory of the atom : successes and short comings.
• Hydrogen spectrum, Rydberg constant and principal quantum numbers.
• De Broglie waves and group velocity.
• Experimental evidence of de Broglie waves : scattering experiments of electrons, of X-rays, and of neutrons.
• Bohr's principle of complementarity.
• Statistical interpretation of de Broglie waves • Quantum mechanical measurements.
• Heisenberg's uncertainty principle.
• Simple atoms and nuclei.
• Periodic system of elements.
• Basic introduction to the Time Dependent Schrödinger Equation.
• Trial solutions and separation of variables.
• Reduction to the Time Independent Schrödinger Equation.
• One-dimensional Coulomb potential
• Angular Momenta
• Hydrogen atom and radial probability density
• The Zeeman Effect
• The Stern-Gerlach experiment and spin
• The Pauli Exclusion Principle and the Periodic Table
• Electron screening, X-rays, and Moseley's Law
• Basic principles of lasers

Teaching Method 1 - Lectures
Description: Lectures delivered on campus.
Attendance Recorded: Yes

Teaching Method 2 - Tutorials
Description: Weekly workshops allowing peer interactions while working on problem sheets.
Attendance recorded: Yes