We present an exact analytic solution of a nonlinear Schrodinger field inte
racting with a moving potential (obstacle) at supersonic speed. We discover
conditions under which the field can form a stable shape-invariant structu
re localized around the obstacle-a dressing effect that protects the field
against excitations by the obstacle. Such an effect demonstrates the existe
nce of frictionless motion beyond the conventionally defined critical veloc
ity.