A mathematical model of the unsteady flow of water on sections of main canals by limited
hydraulic structures has been developed. And also the statement of problems of optimal …

Robust and e cient modeling of industrial processes is vital in realizing stable and
economical process design, operation, and control. However, inherent uncertainty of the …

Using backstep** design, exponential stabilization of the linearized Saint-Venant–Exner
(SVE) model of water dynamics in a sediment-filled canal with arbitrary values of canal …

This article is concerned with boundary stabilization of one-dimensional linear hyperbolic
systems with characteristic boundaries. We assume that the systems satisfy a physically …

We consider boundary stabilization for one-dimensional systems of linear hyperbolic partial
differential equations with relaxation structure. Such equations appear in many applications …

In this paper, we consider the boundary control of the fresh air mass fraction in a Diesel
engine operated with low-pressure exhaust gas recirculation. The air mass fraction transport …

In the context of gas transportation, analytical solutions are helpful for the understanding of
the underlying dynamics governed by a system of partial differential equations. We derive …

This monograph is concerned with problems of mathematical modeling of distributed
parameter systems in which mass/energy transport or wave propagation phenomena occur …

This paper addresses the management of water flow in a rectangular open channel,
considering the dynamic nature of both the channel's bathymetry and the suspended …

This paper addresses the boundary control problem of fluid transport in a Poiseuille flow
taking the actuator dynamics into account. More precisely, sufficient stability conditions are …