Quantum Wave Packet Dynamics and Spreading
A wave packet is a localized quantum state that spreads over time. Its evolution under the Schrödinger equation, tunneling, revivals and experiments.
A wave packet is a localized quantum state that spreads over time. Its evolution under the Schrödinger equation, tunneling, revivals and experiments.
Open quantum systems interact with their environment. How they are simulated with master equations, quantum trajectories and Monte Carlo wavefunctions.
Quantum transport simulations predict how electrons move through nanoscale devices. Methods, tunneling, interference and applications in device design.
Quantum statistical mechanics describes quantum systems in thermal equilibrium. Ensembles, partition functions, Fermi-Dirac and Bose-Einstein statistics.
Adiabatic evolution keeps a system in its ground state if a Hamiltonian changes slowly enough. The theorem, the steps and uses in optimization.
The superposition principle says any linear combination of quantum states is also a valid state. History, examples, experiments and uses.
Which quantum chemistry simulations run today, classical methods such as Hartree-Fock and DFT, and where quantum computers might add value.
The open questions in the foundations of quantum mechanics: measurement, interpretation, non-locality and what the theory says about reality.
How the quantum mechanical model replaced Bohr’s atom: the Schrödinger equation, quantum numbers, orbitals, electron clouds and energy levels.
What a quantum jump is: the sudden transition of a system between energy states, its history, recent experiments and related quantum ideas.
Quantum tunneling lets particles cross energy barriers they classically could not. The physics, tunneling probability, experiments and technologies.
The quantum suicide thought experiment and quantum immortality: how they follow from the many-worlds interpretation and why physicists dispute them.