Joan Peuteman

Stairstepping on PWM Inverters Explained (2008)

Peuteman, Joan

When supplying an induction motor by a PWM-inverter, reflection phenomena occur if the supply is done through long motor cables. Several papers discuss by simulations or experiments the overvoltage...

A Note on Exponential Stability of Partially Slowly Time-Varying Nonlinear Systems (2007)

Joan Peuteman, Dirk Aeyels

Consider a system x = f(x; t; t fi ) with a timevarying vectorfield which contains a regular and a slow time scale (fi large). Assume there exists ff(ø) such that kx ø (t; t 0 ; x 0 )k K(ø)kx 0 ke...

Exponential stability of slowly time-varying nonlinear systems. (2002)

Peuteman, Joan, Aeyels, Dirk

Exponential stability of nonlinear time-varying differential equations and partial averaging. (2002)

Peuteman, Joan, Aeyels, Dirk

A duality principle for homogeneous vectorfields with applications. (2002)

Moreau, Luc, Aeyels, Dirk, Peuteman, Joan, SEPULCHRE, R

Homogeneous systems : stability, boundedness and duality (2000)

Aeyels, Dirk, Moreau, Luc, SEPULCHRE, R, Peuteman, Joan

Boundedness properties for time-varying homogeneous systems (invited) (2000)

Aeyels, Dirk, Peuteman, Joan, SEPULCHRE, R

Homogeneous Systems: Stability, Boundedness and Duality (2000)

Luc Moreau, Dirk Aeyels, Joan Peuteman, Rodolphe Sepulchre

We introduce a duality principle for homogeneous vectorfields. As an application of this duality principle, stability and boundedness results for negative order homogeneous differential equations are...

Averaging results and the study of uniform asymptotic stability of homogeneous differential equations that are not fast time-varying. (1999)

Peuteman, Joan, Aeyels, Dirk

Averaging results for homogeneous differential equations that are not fast time-varying (1999)

Peuteman, Joan, Aeyels, Dirk, De Leenheer, Patrick

Semi-global practical asymptotic stability and averaging. (1999)

TEEL, AR, Peuteman, Joan, Aeyels, Dirk

On exponential stability of nonlinear time-varying differential equations. (1999)

Aeyels, Dirk, Peuteman, Joan

Asymptotic stability for time-variant systems and observability: Uniform and nonuniform criteria. (1998)

Aeyels, Dirk, SEPULCHRE, R, Peuteman, Joan

On the investigation of dissipativity by a discrete observation of the storage function (1998)

Peuteman, Joan, Aeyels, Dirk, SOENEN, J

Averaging results for homogeneous differential equations (1998)

Peuteman, Joan, Aeyels, Dirk

A note on exponential stability of partially slowly time-varying nonlinear systems (1998)

Peuteman, Joan, Aeyels, Dirk

Global asymptotic stability for the averaged implies semi-global practical asymptotic stability for the actual. (1998)

TEEL, AR, Peuteman, Joan, Aeyels, Dirk

Uniform asymptotic stability of linear time-varying systems (1997)

Aeyels, Dirk, Peuteman, Joan

A note of the Liapunov approach to the study of asymptotic stability for differential equations (1997)

Aeyels, Dirk, Peuteman, Joan

New criteria for exponential and uniform asymptotic stability of nonlinear time-variant differential equations (1997)

Aeyels, Dirk, Peuteman, Joan

New criteria for exponential and uniform asymptotic stability of nonlinear time-variant differential equations (1997)

Aeyels, Dirk, Peuteman, Joan

Exponential stability of partially slowly time-varying nonlinear systems. Mathematics of Control, Signals, and Systems (MCSS), 2001, 27 p.

Peuteman, Joan, Aeyels, Dirk

Uniform asymptotic stability of linear time-varying systems. Open Problems in Mathematical Systems and Control Theory, eds. V.D. Blondel, E.D. Sontag, M. Vidyasagar, J.C. Willems in the series 'Communications and Control Engineering', Springer Ver' lag, London, Great Britain, 1998, 1-5.

Aeyels, Dirk, Peuteman, Joan

A New Asymptotic Stability Criterion for Nonlinear Time-Variant Differential Equations. IEEE Transactions on Automatic Control, 43, 1998, 968-971.

Aeyels, Dirk, Peuteman, Joan

A note on exponential stability of nonlinear time-varying differential equations and partial averaging. 3rd Portuguese Conference on Automatic Control: Controlo'98, Coimbra, Portugal, 1998, 221-226.

Peuteman, Joan, Aeyels, Dirk

Averaging results for homogeneous differential equations. Preprints of the IF AC Conference on System Structure and Control, Nantes, France, 1998, 65-69.

Peuteman, Joan, Aeyels, Dirk

A note on exponential stability of partially slowly time-varying nonlinear systems. Preprints of the 4th IFAC Nonlinear Control Systems Design Symposium (NOLCOS 98), Enschede, The Netherlands, 1998, 471-475.

Peuteman, Joan, Aeyels, Dirk

On the investigation of dissipativity by a discrete observation of the storage function. Proceedings of the 37th Conference on Decision and Control (CDC), Tampa, Florida, USA, 1998,4150-4155.

Peuteman, Joan, Aeyels, Dirk, SOENEN, J

A New Asymptotic Stability Criterion for Non-Linear Time-Variant Differential Equations

Dirk Aeyels, Joan Peuteman

A new sufficient condition for asymptotic stability of ordinary differential equations is proposed. Unlike classical Liapunov theory, the time derivative along solutions of the Liapunov function may...