The elastic behavior of textile composites depends on a number of fact
ors, including fiber and matrix properties, fabric architecture, and r
elative and total fiber volume fractions. The optimum design of a text
ile composite is, therefore, a highly combinatorial problem, In this w
ork, the problem of predicting the optimum fabric architecture and fib
er volume fractions to achieve a set of target elastic properties is f
ormulated as a constrained nonlinear optimization problem. The design
procedure uses the Stiffness Averaging Technique for the prediction of
composite elastic properties. Two standard routines for solving optim
ization problems are employed to identify optimum design parameters. S
everal case studies are presented to illustrate the applicability of t
his novel design procedure.