Electron wave function of hydrogen Calculator

Calculates the electron wave functions of hydrogen-like atoms.

The wave function Ψ(r,θ,φ) is the solution to the Schrodinger equation.
The angle unit of θ and φ are degrees.
Electron wave function of hydrogen
Atomic number Z
    1. H(1) He+(2)
Principal quantum number n
    1. n=1,2,3,...
Angular quantum number l
    1. l=0,1,2,..,n-1
Magnetic quantum number m
    1. m=-l,l+1,..,l-1,l
Electron position r
    1. Bohr radius a=1
Zenith angle θ
    1. degree
Azimuth angle φ
    1. degree

Ψ(r,θ,φ)
    1.  
rΨ(r,θ,φ)
    1.  
Electron wave function of hydrogen
[1-3] /3Disp-Num
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[1]  2012/05/31 02:23   Male / Under 20 years old / Others / A little /
Purpose of use
Interest
Comment/Request
Can you explain how to calculate it on your own? (Preferably in a way a sixth grader like me could understand)
[2]  2012/05/04 23:14   Male / 20 years old level / A student / Very /
Purpose of use
schrodinger solutions
[3]  2009/07/27 10:55   Male / 50 level / A researcher / Very /
Purpose of use
Demonstration & Verification
Comment/Request
Very Good

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