  We introduce a affine geometric quantity and call it Orlicz mixed chord
integral, which generalize the chord integrals to Orlicz space. Minkoswki and
Brunn-Minkowski inequalities for the Orlicz mixed chord integrals are
establish. These new inequalities in special cases yield some isoperimetric
inequalities for the usual chord integrals. The related concepts and
inequalities of Lp-mixed chord integrals are also derived.
