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Quantum Chemistry 7.3 - Hydrogen Atom Radial Wavefunctions
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Short lecture on hydrogen atom radial wavefunctions.
The wavefunctions of the hydrogen atom quantum mechanical model system can be separated into functions of the spherical polar coordinates r, theta, and phi. The functions of r are called the radial wavefunctions. The hydrogen radial wavefunctions are composed of a normalization constant, the associated Laguerre polynomials, and a decaying exponential of r. The inputs to each function depend on the quantum number n, l and m, as well as the Bohr radius a_o. The Laguerre polynomials can be produced from a generating formula or looked up in a table.
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All TMP Chem content is free for everyone, everywhere, and created independently by Trent Parker.
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The wavefunctions of the hydrogen atom quantum mechanical model system can be separated into functions of the spherical polar coordinates r, theta, and phi. The functions of r are called the radial wavefunctions. The hydrogen radial wavefunctions are composed of a normalization constant, the associated Laguerre polynomials, and a decaying exponential of r. The inputs to each function depend on the quantum number n, l and m, as well as the Bohr radius a_o. The Laguerre polynomials can be produced from a generating formula or looked up in a table.
--- About TMP Chem ---
All TMP Chem content is free for everyone, everywhere, and created independently by Trent Parker.
--- Video Links ---
--- Social Links ---
--- Equipment ---
Microphone: Blue Yeti USB Microphone
Drawing Tablet: Wacom Intuos Pen and Touch Small
Drawing Program: Autodesk Sketchbook Express
Screen Capture: Corel Visual Studio Pro X8
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