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Fluids Under Control [2023]

1
Existence and Regularity of Solutions for the Magnetohydrodynamic Flow with Navier-Type Boundary Conditions in 2-D
1
On the Stabilization Problem by Feedback Control for Some Hydrodynamic Type Systems
2
Well-Posedness and Optimal Control for 2-D Stochastic Second-Grade Fluids
2
Unique Continuation Properties of Static Over-determined Eigenproblems: The Ignition Key for Uniform Stabilization of Dynamic Fluids by Feedback Controllers
3
Hopf Bifurcation for Navier–Stokes Flow Past a Rotating Obstacle
3
Flutter Stabilization for an Unstable, Hyperbolic Flow-Plate Interaction
4
Global Stabilization of a Rigid Body Moving in a Compressible Viscous Fluid
4
Turbulence Control: From Model-Based to Machine Learned
5
Asymptotic Behavior of the Navier–Stokes Type Problem
5
Design Through Analysis
6
On Some Recent Results from the Theory of MHD Equations
7
Reduction of a 3D Mathematical Model of Flow Through an Axial Turbine to Two Spatial Dimensions and Restriction to One Period of the Infinite Periodical Domain
8
Steady Compressible Navier–Stokes–Fourier System with Slip Boundary Condition for the Velocity and Dirichlet Boundary Condition for the Temperature
9
Classical Solution for the Compressible Flow with Free Surface in Three-Dimensional Exterior Domain
10
On Asymptotic Stability of Boussinesq Equations Without Heat Conduction
11
Numerical Simulation of Fluid-Structure-Acoustic Interactions Models of Human Phonation Process
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