Wave Function

What Is A Wave Function?|Significance Of Wave Function|Node And Nodal Plane|Features Of Quantum Mechanical Model|Concept Of Orbitals|Difference Between Orbit And Orbital|Subshell|On Solving Schrodinger's Wave Equation|OMR

Schrodinger Wave Equation|Significance Of Wave Function|Quantum Numbers|Principal Quantum Number (n)|Azimuthal Quantum Number / Subsidiary Quantum Number / Angular Momentum Quantum Number|Magnetic Quantum Number|Summary

Schrodinger Wave Equation|Significance Of Wave Function|Quantum Numbers|Principal Quantum Number (n)|Azimuthal Quantum Number / Subsidiary Quantum Number / Angular Momentum Quantum Number|Magnetic Quantum Number|Summary

The radial probability distribution curve obtined for an orbital wave function (Phi) has 3 peaks and 2 radial nodes. The valence electron of which one of the following metals does this wave function (Phi) correspond to.

If de-Broglie suggestion is considered, a particular electron makes five waves in one revolution round nucleus, in H-atom. If the wave function of this electron has three radial nodes, then the number of angular nodes for this electron wave is