Power system stabilisers (PSS) are usually implemented by feeding a speed s
ignal through a supplementary loop that comprises a proper phase lead. The
design parameters of this loop are load dependent. Thus, they have to be ad
justed at each operating condition. A simple robust PSS is designed that ca
n properly function over a wide range of operating conditions and extend th
e machine loadability. The lead compensator design is achieved by drawing t
he root loci for a finite number of extreme characteristic polynomials. Suc
h polynomials are obtained, using the Kharitonov theorem, to reflect wide l
oading conditions on characteristic equation coefficients. For this purpose
the explicit analytical forms for the coefficients of the system transfer
functions are derived. Simulation results illustrate the effectiveness of t
he proposed stabiliser as it is applied to the original nonlinear different
ial equations describing system dynamics under wide loading conditions at l
agging and leading power factors.