  A general approach is formulated to describe spontaneous surface current
distribution in a chiral p-wave superconductor. We use the quasiclassical
Eilenberger formalism in the Ricatti parametrization to describe various types
of the superconductor surface, including arbitrary roughness and metallic
behaviour of the surface layer. We calculate angle resolved distributions of
the spontaneous surface currents and formulate the conditions of their
observability. We argue that local measurements of these currents by muSR
technique may provide an information on the underlying pairing symmetry in the
bulk superconductor.
