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@ 109,7 +109,7 @@ We will show the extension to a CT scheme. Namely, in that case the following in


\end{equation}


for $(\mathbf{u}^n, p^n)$ the velocity/pressure pair solution at time $t^n$, in the reference domain $\Omega^0$, for operators to be specified in the talk.




Our finding will be supplemented with an application to fluidsolid interaction in an idealized cardiac geometry, exploiting the splitting nature of the CT scheme with a wellknown coupling approach \cite{bertoglio2013sisc}. \textcolor{red}{cita el paper original de fernandez, gerbau y grandmont porfa}


Our finding will be supplemented with an application to fluidsolid interaction in an idealized cardiac geometry, exploiting the splitting nature of the CT scheme with a wellknown coupling approach \cite{bertoglio2013sisc, fernandezgerbeaugrandmont06}.


%In such a case, we will exploit the fluid pressure projection step, coupling it with the solid problem in an efficient fashion. Simulations of such a case will be provided, as well as the current research done in more realistic geometries.


\begin{figure}[!hbtp]


\centering



@ 118,7 +118,7 @@ Our finding will be supplemented with an application to fluidsolid interaction


\label{fig:comparison_figure}


\end{figure}




%\newpage


\newpage






\bibliography{biblio_merged.bib}




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