A novel feedback control design method is proposed to tackle nonlinear fluid flow dynamics based on POD-ROMs (Proper Orthogonal Decomposition)-(Reduced Order Models). The design method aims to not only regionally stabilize the nonlinear dynamics asymptotically but also to maximize the estimated domain of attraction (DOA) and to ensure nominal performance at each operating point. More importantly a path of operating points is programmed based on the assumption of centered - cover that leads to a sequence of linear controllers that regionally stabilize the desired operating point asymptotically. Simulation results of a 2D (spatial) driven cavity flow are worked out to illustrate our proposed design method. © 2011 Chinese Assoc of Automati
A reduced order modeling approach of the Navier-Stokes equations is presented for the design of a di...
International audienceThe application of control tools to fluid problems often requires model reduct...
The central objective of this research program was the development of methods for nonlinear distribu...
This paper explores feedback controller design for cavity flows based on reduced-order models derive...
A proper orthogonal decomposition (POD)-based model reduction technique is utilized to develop a clo...
This paper treats the question of feedback linearizing control of two-dimensional incompressible, un...
Linear Quadratic Gaussian (LQG) control is a promising tool to control flows. Initially developed fo...
The two-dimensional Burgers equation is used as a surrogate for the governing equations to test orde...
This study focuses on stabilizing Reduced Order Model based on Proper Orthogonal Decomposition (POD)...
International audienceThe control of separated fluid flow by reduced-order models is studied using t...
Using data from direct numerical simulations, linear models of the compressible flow past a rectangu...
We propose two state feedback control strategies based on quadratic stability for quadratic nonlinea...
A variety of partial differential equations (PDE) can govern the spatial and time evolution of fluid...
Summary. This study focuses on stabilizing reduced order model (ROM) based on proper orthogonal deco...
. This article presents a reduced order method for simulation and control of fluid flows. The major ...
A reduced order modeling approach of the Navier-Stokes equations is presented for the design of a di...
International audienceThe application of control tools to fluid problems often requires model reduct...
The central objective of this research program was the development of methods for nonlinear distribu...
This paper explores feedback controller design for cavity flows based on reduced-order models derive...
A proper orthogonal decomposition (POD)-based model reduction technique is utilized to develop a clo...
This paper treats the question of feedback linearizing control of two-dimensional incompressible, un...
Linear Quadratic Gaussian (LQG) control is a promising tool to control flows. Initially developed fo...
The two-dimensional Burgers equation is used as a surrogate for the governing equations to test orde...
This study focuses on stabilizing Reduced Order Model based on Proper Orthogonal Decomposition (POD)...
International audienceThe control of separated fluid flow by reduced-order models is studied using t...
Using data from direct numerical simulations, linear models of the compressible flow past a rectangu...
We propose two state feedback control strategies based on quadratic stability for quadratic nonlinea...
A variety of partial differential equations (PDE) can govern the spatial and time evolution of fluid...
Summary. This study focuses on stabilizing reduced order model (ROM) based on proper orthogonal deco...
. This article presents a reduced order method for simulation and control of fluid flows. The major ...
A reduced order modeling approach of the Navier-Stokes equations is presented for the design of a di...
International audienceThe application of control tools to fluid problems often requires model reduct...
The central objective of this research program was the development of methods for nonlinear distribu...