The generation of circularly polarized high-order harmonics is considered b
y a bichromatic laser field whose two components with frequencies omega and
2 omega are circularly polarized in the same plane, but rotate in opposite
directions. Both exact and approximate (obtained by using the saddle-point
method) results for the harmonic spectra are presented. The effect of the
ratio of the intensities of the two components on the harmonic spectrum is
investigated. For the case where the high-frequency field has twice the int
ensity of the low-frequency field, the possibility of generating a train of
attosecond pulses is pointed out that consists of circularly polarized har
monics all having the same helicity.