This paper investigates the use of point wall pressure measurements for output feedback control of Tollmien–Schlichtingwaves in Falkner–Skan boundary layers.Anewapproach is presented for input–outputmodeling of the linear dynamics of the fluid system and the integration withH2∕Linear Quadratic Gaussian reduced-order control design. The pressure output at the wall is related with the global perturbation velocity field through the linearized pressure Poisson equation. A Kalman filter is subsequently used to obtain time-resolved estimates of the velocity field using pressure information at discrete points at the wall. The estimated field is in turn used to calculate an optimal state feedback control to suppress the instabilities. The controlle...
Robust reduced-order feedback control of near wall turbulence of three dimensional Poiseuille flow i...
The control of Tollmien–Schlichting waves in a two-dimensional boundary layer is analysed using nume...
A framework to derive optimal and robust reduced-order controllers of fluid mechanics and plasma phy...
This paper investigates the use of point wall pressure measurements for output feedback control of T...
One of the main goals of laminar flow control is to reduce skin-friction drag by delaying the onset ...
This paper addresses the problem of obtaining low-order models of fluid flows for the purpose of des...
Linear and nonlinear optimal control have been investigated in transitional channel and boundary lay...
In this thesis we apply linear feedback control to spatially evolving flows in order to minimize dis...
An approach to feedback control of linearized planar Poiseuille flow using H\infty control is develo...
The level of the skin friction drag depends on the boundary layer state, either low, for the laminar...
Two types of shear flows are investigated in this thesis; numerical simulations are performed for ...
Optimal and robust reduced-order feedback control of near-wall turbulence in a channel flow is inves...
A new framework is presented for estimation and control of instabilities in wall-bounded shear flows...
An experimental investigation is made into the active control of the near-wall region of a turbulent...
In this thesis the stability of generic boundary layer flows is studied from a global viewpoint usin...
Robust reduced-order feedback control of near wall turbulence of three dimensional Poiseuille flow i...
The control of Tollmien–Schlichting waves in a two-dimensional boundary layer is analysed using nume...
A framework to derive optimal and robust reduced-order controllers of fluid mechanics and plasma phy...
This paper investigates the use of point wall pressure measurements for output feedback control of T...
One of the main goals of laminar flow control is to reduce skin-friction drag by delaying the onset ...
This paper addresses the problem of obtaining low-order models of fluid flows for the purpose of des...
Linear and nonlinear optimal control have been investigated in transitional channel and boundary lay...
In this thesis we apply linear feedback control to spatially evolving flows in order to minimize dis...
An approach to feedback control of linearized planar Poiseuille flow using H\infty control is develo...
The level of the skin friction drag depends on the boundary layer state, either low, for the laminar...
Two types of shear flows are investigated in this thesis; numerical simulations are performed for ...
Optimal and robust reduced-order feedback control of near-wall turbulence in a channel flow is inves...
A new framework is presented for estimation and control of instabilities in wall-bounded shear flows...
An experimental investigation is made into the active control of the near-wall region of a turbulent...
In this thesis the stability of generic boundary layer flows is studied from a global viewpoint usin...
Robust reduced-order feedback control of near wall turbulence of three dimensional Poiseuille flow i...
The control of Tollmien–Schlichting waves in a two-dimensional boundary layer is analysed using nume...
A framework to derive optimal and robust reduced-order controllers of fluid mechanics and plasma phy...