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The three quantum numbers for an electron in an H atom (or a hydrogen-like ion) determine its characteristics, including its size, ...

What is a wavefunction in Quantum Mechanics? Does it have a physical significance? How do we know whether a given ...

This video shows the quantum tunneling of a quantum particle with a finite initial momentum, represented by a Gaussian wave ...

Simulation of Schrödinger's equation for a quantum particle in a Sinai billiard, with the same parameters as in the video ...

The wavelike properties of a quantum mechanical system are described by a function named (naturally enough) the wavefunction.

This video shows a freely moving quantum particle, represented by a Gaussian wave packet. The wave function displayed is its ...

A solution to Schrödinger's equation in a hexagonal domain. The conditions are the same as in the video ...

This video shows a quantum particle, represented by a Gaussian wave packet in a 1D box with infinite potential barriers on both ...

The H atom wavefunctions with quantum number l=0 are called s orbitals. Electrons in these wavefunctions are spherically ...

The H atom wavefunctions with l=1 and l=2 correspond to p and d orbitals.

This video shows the constructive quantum interference, represented by two Gaussian wave packets with the same initial phases ...

Speaker: Frank NEESE (Max Planck Institut fuer Kohlenforschung, Muelheim an der Ruhr, Germany) 19th International Workshop ...

This video shows a quantum particle, represented by a Gaussian wave packet with a broad initial spatial distribution and a small ...

Here is what happens when you play pool/billiard with a quantum particle. Because of the spreading of the wave function, there is ...

There is an infinite number of solutions to the H atom radial Schrödinger equation. These solutions are labeled with two different ...

This video shows the evolution of a quantum particle, represented by a Gaussian wave packet, in the vicinity of a hard wall (infinite ...

The 1D PIB wavefunctions are mutually orthogonal, meaning that the overlap integral for every pair of them is zero.

Here we continue our discussion on quantum mechanics and we start to discuss the physical interpretation of the wavefunction.

This #short video is a 3D version of the simulations https://youtu.be/t86YK1UoOVE and https://youtu.be/RK_T5VncZ_o showing a ...

The variation of radial probability density `R^2` (r) as a function of distance r of the electron from the nucleus for 3p orbital: