The creep behavior of the continuous fiber reinforced unidirectional c
omposites due to the viscoelasticity of the resin matrix is investigat
ed assuming that the constituent matrix obeys the nonlinear creep law
and the fiber is the linear elastic materials. Utilizing a quasi three
-dimensional finite element method, the macroscopic creep behavior of
the composites with regular fiber packing is obtained, giving the orth
otropic creep law for the composites. Then, the creep of the composite
s with random fiber packing is estimated applying the random model pro
posed by Kondo and Saito in which the neat matrix cylinders are embedd
ed in the regular array composites. The theoretical predictions for th
e creep behavior are compared with the experimental results.