Abstract
A method for simulating powder e.s.r. spectra of systems with S > ½ in the absence of hyperfine interactions is described. The method involves diagonalisation of the spin-Hamiltonian matrix, curve-fitting the resulting energies to obtain the resonance fields, calculating the transition probabilities of the resonances, and weighting the energy states from which transitions are being stimulated according to their relative thermal occupation. The simulation process is applied to published e.s.r. spectra of the FeMo protein and FeMo cofactor from Azotobacter vinelandii and Clostridium pasteurianom, and to the powder spectra of [NR′4]3[Fe4S4(SR)4](where R′= Prn, R = CH2C6H5; R′= Et, R = CH2C6H5 or CH2C6H4OMe-p; and R′= Me, R = C6H4Me-p).