A robust approach for approximately solving reliability-based optimal desig
n problems, for series structural systems, is developed. The approach refor
mulates the problems by replacing reliability terms with deterministic func
tions. The reformulated problems can be solved by existing semiinfinite opt
imization algorithms, producing solutions that are identical to those of th
e original problems, when the limit-state functions are affine, or when fir
st-order reliability approximations are used. An important advantage of the
approach is that the required reliability and optimization calculations ar
e completely decoupled, allowing flexibility in the choice of the optimizat
ion algorithm and the reliability method. Three sets of examples demonstrat
e applications of the approach.