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

Failure Of BOHR'S Model |Quantum Mechanical Model Of An Atom|Difference Between Orbit And Orbital |Quantum Numbers|Magnetic Quantum Number|Numericals |Shapes Of Atomic Orbital |OMR

Failure Of Bohr's Model|Quantum Mechanical Model Of An Atom|Energy And Wave Function|Features Of Quantum Mechanical Model Of Atom|Difference Between Orbit And Orbital|Quantum Numbers|Principal Quantum Number|Azimuthal Or Angular Momentum Quantum Number (I)|OMR

Wave Mechanics Model OF Atom || Schrodinger's Wave Equation || Nodes (Radial, Angular) || Nodal Plane

Schrodinger Wave Equation|Significance Of Wave Function|Quantum Numbers|Principle Quantum Numbers|Summary

Atomic Orbital wave function

Quantum Mechanical Model and Schrodinger Wave Equation||Wave Function for Atomic Orbitals and their Graphs||Radial Probability Distribution Function and Graph

Heisenberg's Uncertainty Principle|Questions|Significance Of Heisenberg's Uncertainty Principle|Reason For The Failure Of The Bohr Model|Schrodinger Wave Equation|Summary

Statement-I : Each electron in an atom has two spin quantum numbers. Because Statement-II : Spin quantum numbers are obtained by solving Schrodinger wave equation.

Schrodinger wave equation || Radial and angular nodes || Graphs OF wave functions & orbitals