Abstract
The Kerr constants in C6H6 and C6H5NO2 are discussed by means of the statistical mechanics of Maxwell-Boltzmann’s distribution of the molecules under the biasing field. The anisotropic electronic polarizabilities are obtained as α1=12.06 (Å3) (parallel to C6H6 plane) and α2=7.143 (Å3) (perpendicular to C6H6 plane) for the Kerr constant 6.0×10−18 in C6H6, and also α3=13.644 (Å3) (parallel to the polar axis) and α1+α2=26.50 (Å3) for the Kerr constant 269×10−7 in C6H5NO2.