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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, ...

Example showing how to work with probability density functions using the 1s electron in hydrogen.

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

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

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

A brief description of how probability arises in quantum mechanics through the statistical interpretation of the wavefunction.

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

Hello I'm Stephen estaba and here to tell you a little bit about Boltzmann probability densities so what's the Boltzmann probability ...

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

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

The full wavefunction for an electron in an H atom (or hydrogen-like ion) consists of several parts: a normalization constant; ...

Week 5-Lecture 27 : Radial Probability distribution functions.

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

So let's explicitly substitute in now for the 1s wave function so here's my Negril 0 to pi my integral 0 to 2pi will sigh star 1s since I ...

A summary of the key concepts covered so far: the wavefunction, probability distributions, and operators, looking forward to the ...

This is the second lecture for Chapter 2, where we introduce the interpretation of the wave function, the free particle, and wave ...

This is the fourth lecture for Chapter 2, where we derive the probability current and show how it can be used to show that ...

6. The accuracy of Hartree-Fock wavefunctions - briefly.

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