“…34 Given the elec tron num ber den sity, n e , the ra di a tive life time, o, of the ex cited state and the quench ing rate co ef ficient of elec tron-atom col li sions, the quan tum yield, Y, may be cal cu lated as fol lows: 9,32 (3) Among those pa ram e ters re quired, the elec tron num ber density may be de ter mined from the equi lib rium con stant for flame ion iza tion. Ac cord ing to the Saha equa tion, this ion ization equi lib rium con stant for the analyte or the ma trix in the flame can be ex pressed in terms of the re lated par ti tion function by 33 (4) where nA, nA+, and ne de note the num ber den si ties of at oms, ions and elec trons, re spec tively, h is the Planck's con stant, Qi and Q A are the elec tronic par ti tion func tion of the ion and the atom, re spec tively, and Vi is the ion iza tion po ten tial. The ion tem per a ture is con sid ered to be equal to the elec tron tem per ature un der the con di tions of ther mal equi lib rium.…”