Robust feedforward boundary control of hyperbolic conservation laws

Indeed, using a partial differential equation model of the vibrations of an inclined cable with sag, we are interested in studying the application of H ∞ - robust feedback control

The goal of this article is to study the exponential stability of 2 × 2 systems of conservation laws on a finite interval, by means of boundary feedbacks, in the context of weak

A well-known difficulty encountered in the numerical treatment of hy- perbolic conservation laws with a source term relates to the approximation of such a source term, to assure

• Arnaud Debussche et Julien Vovelle [ DV10b ] ou [ DV14 ] pour leur article de référence, base de réflexion pour mon mémoire de M2 et origine de cette thèse « Scalar

One basic problem of boundary control theory is that of null-controllability: given initial data in D at t = 0, can this data be supplemented with appropriate

We present a family of high-order, essentially non-oscillatory, central schemes for approx- imating solutions of hyperbolic Systems of conservation laws These schemes are based on a

When G is single-valued, we obtain a global Center Manifold Theorem, stating the existence and uniqueness of an invariant manifold for systems of differential

Namely, relying on the analysis of the evolution of the Riemann coordinates along the characteristics and on the Oleˇınik-type inequalities, we will establish upper and