Local internal controllability of the Boussinesq system.
The authors show that the \(H^3\times H^3\) steady-state solutions to Boussinesq equations in \(n\)-dimensional bounded domains \(\Omega\), \(n= 2,3\), are locally controllable by internal controllers with the support in subsets \(\omega\subset\Omega\). In this work, the authors use an approach which is similar to a previously known to obtain the local internal controllability for the Boussinesq system. Because, they deal with the Boussinesq system, the problem is more complicated.
scientific article; zbMATH DE number 1903495