Angular Wave Function of three p and five d Orbitals
Angular Wave Function of three p and five d Orbitals with normalization factors
Angular wave function of three p and five d orbitals with normalization factors are given below-For p orbital, l = 1
l = 1 m = 0 (2pz) = cosθ
l = 1 m = +1 (2px) = sinθ.cosφ
l = 1 m = −1 (2py) = sinθ.sinφ
For d orbital, l = 2
l = 2 m = 0 (3dz2) = 3cos2θ − 1
l = 2 m = +1 (dxz) = sinθ.cosθ.cosφ
l = 2 m = −1 (dyz) = sinθ.cosθ.sinφ
l = 2 m = +2 (dx2−y2) = sin2θ.cos2φ
l = 2 m = −2 (dxy) = sin2θ.sin2φ