Published on:
28 February 2024
Primary Category:
Analysis of PDEs
Paper Authors:
M. A. Fontelos,
R. Lecaros,
J. López-Ríos,
A. Pérez
Establishes unique continuation for a non-local formulation of surface gravity waves
Connects this to approximate controllability by interior control sources
Model accommodates various geometries through conformal mapping
Linearization of water-waves system for scenarios with rigid sidewalls
Control methodology distinguishes itself by linking non-local and local systems
Controlling fluid surface oscillations
This paper studies control of fluid surface oscillations using a mathematical model tailored for scenarios with rigid surfaces interfacing with the free surface. Unique continuation principles are established enabling approximate controllability by an interior control source. This allows driving the system from any initial state to sufficiently close to any final state over a time interval.
Minimizing disturbance effects in linear systems
Feedback control of motion systems with friction
Bearing-based formation control with disturbance rejection
Controlling cylinder wake flow randomness
Control of Soft Robots with Coupled Elasticity
Nonlocal crowd dynamics stabilization by localized controls
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