Research on stabilization of coupled hyperbolic PDEs has been dominated by the focus on
pairs of counter-convecting (“heterodirectional”) transport PDEs with distributed local …

Most model-based control and estimation techniques put limitations on the structure and
complexity of the models to which they are applied. This has motivated the development of …

In this paper, we use swapping design filters to bring systems of n+ 1 partial differential
equations of the hyperbolic type to static form. Standard parameter identification laws can …

We develop a data driven, partial differential equation-ordinary differential equation model
that describes the response of the carbon dioxide (CO 2) dynamics inside a conference …

We solve a disturbance rejection problem for a general class of heterodirectional 1-D linear
hyperbolic partial differential equations (PDEs). The disturbance enters at one boundary …

In this work, we consider the estimation of temperature along the pipes of concentric heat
exchanger tubes in which CO 2 is the working fluid. The transport phenomenon is modeled …

We give a detailed view of estimation and control problems raised by the drilling process
where the distributed nature of the system cannot be ignored. In particular, we focus on the …

We construct a control law that manages to adaptively stabilize a class of linear 2× 2
hyperbolic systems of partial differential equations (PDEs) from a single boundary sensing …

We propose an adaptive observer scheme to estimate boundary parameters in first-order
hyperbolic systems of Partial Differential Equations (PDE). The considered systems feature …

This article develops a robust adaptive boundary output regulation approach for a class of
complex anticollocated hyperbolic partial differential equations subjected to multiplicative …