Reduced-order models employing the Lagrange and popular proper orthogonal decomposition (POD) reduced-basis methods in numerical approximation and feedback ...

Reduced-order models employing the Lagrange and popular proper orthogonal decomposition (POD) reduced-basis methods in numerical approximation and feedback ...

Reduced order model feedback control design: numerical implementation in a thin shell model · Description · Keywords · Citation · Degree · Discipline ...

Reduced-order models employing the Lagrange and popular proper orthogonal decomposition (POD) reduced-basis methods in numerical approximation and feedback ...

Reduced-order model feedback control design: Numerical implementation in a thin shell model Check Holdings Northern Regional Library Facility NRLF (UCB) ...

Abstract. Reduced order models employing the Lagrange and POD reduced basis methods in nu- merical approximation and feedback control of systems are ...

In this paper, we consider the Kuramoto–Sivashinsky equation (KSE), which describes the long-wave motions of a thin film over a vertical plane.

A method for reducing controllers for systems described by partial differential equations (PDEs) is applied to Burgers' equation with periodic boundary ...

H.T. Banks, R.C.H. del Rosario and R.C. Smith, Reduced order model feedback control design: Numerical implementation in a thin shell model, CRSC Tech. Report 98 ...

Reduced order model feedback control design: numerical implementation in a thin shell model. CRSC Technical Report CSRC-. TR98-27, N. C. State Univ., July ...