Normal wave function: if probability of finding electron in space is unity i.e 100℅ the wave function sie is said to be normalised or Integration of ꌏ^2 over the whole space must be equal to 1 ∫ꌏ^2 dxdydz = 1 if the wave function satisfied the above relation .it is said to be normalised. Orthogonal wave function : if ꌏ(1) and ꌏ(2) represent two different acceptable wave function. the product of two wave functions integrated over the entire space must be equal to zero. ∫ꌏ(1)ꌏ(2) dxdydz = 0 the wave function which obey the above relation is said to be orthogonal. # if wave function -ve than called imaginary. # if wave function +ve than called real. wave function which are both normalised and orthogonal are called orthagonal normalised function.
inorganic chemistry inorganic chemistry, atomic structure, periodic properties, covalent bond ,ionic bond, orbital, shape of orbital, numericals, dual nature wave nature bohr's postulates, hinesberg principal, quantum numbers, pauli exclusive principal, aufbau principal, limitation, electronic configuration of lanthanoids and transition elements, screening effect, shielding effect, slater rule and it's limitation.