This article presents a new passivity-based control law that stabilizes the output voltage of a high-order DC-DC converter. Such nonlinear control law assures robust large-signal stability, provides zero steady-state error despite uncertainty in converter parameters and has enough degree of freedom to satisfy the usual transient specifications of DC-DC converters. This new integral control is derived in three steps. First, a static law is obtained. Second, a positive semidefinite storage function is synthesized to guarantee zero steadystate error of the output voltage. Finally, the storage functions of the first two steps are combined to derive the new control law for high-order DC-DC converters.