From: Wolfgang Bangerth Date: Wed, 10 Jul 2024 21:24:29 +0000 (-0600) Subject: Minor work on the tutorial/code gallery section. X-Git-Url: https://gitweb.dealii.org/cgi-bin/gitweb.cgi?a=commitdiff_plain;h=f57f6390352d9d4794128a7321f7c8ab81ce149e;p=release-papers.git Minor work on the tutorial/code gallery section. --- diff --git a/9.6/paper.tex b/9.6/paper.tex index ca3118b..6e965ac 100644 --- a/9.6/paper.tex +++ b/9.6/paper.tex @@ -252,12 +252,16 @@ Many of the \dealii tutorial programs were revised in a variety of ways as part of this release. In addition, there are a number of new tutorial programs: \begin{itemize} + \item + \texttt{step-83} if we can get it ready TODO + \item + \texttt{step-86} if we can get it merged TODO \item \texttt{step-87} was contributed by Magdalena Schreter-Fleischhacker (Technical University of Munich) and Peter Munch (University of Augsburg/Uppsala University). It - presents the advanced point-evaluation functionalities of \dealii, - specifically useful for evaluating finite element solutions at + presents the advanced point-evaluation functionalities of \dealii + that are useful for evaluating finite element solutions at arbitrary points on finite element meshes that can be distributed among processes. \item \texttt{step-89} was contributed by Johannes Heinz (TU Wien), @@ -268,16 +272,30 @@ programs: \item \texttt{step-90} was contributed by Vladimir Yushutin and Timo Heister (Clemson University). It implements the trace finite element method (TraceFEM). TraceFEM solves PDEs - posed on a possibly evolving $(dim-1)$-dimensional surface $\Gamma$ employing + posed on a, possibly evolving, $(dim-1)$-dimensional surface $\Gamma$ employing a fixed uniform background mesh of a $dim$-dimensional domain in which the surface is embedded. Such surface PDEs arise in problems involving material films with complex properties and in other situations in which a non-trivial condition is imposed on either a stationary or a moving interface. - Here we consider a steady, complex, non-trivial surface and the prototypical + The program considers a steady, complex, non-trivial surface and the prototypical Laplace-Beltrami equation which is a counterpart of the Poisson problem on flat domains. \end{itemize} +In addition, there are three new programs in the code gallery (a collection of +user-contributed programs that often solve more complicated problems +than tutorial programs, and that are intended as starting points for further +research rather than as teaching tools): +UPDATE +\begin{itemize} + \item \textit{``Crystal growth phase field model'''}, + contributed by Umair Hussain; + \item \textit{``Nonlinear heat transfer problem''}, contributed by + Narasimhan Swaminathan; + \item \textit{``Traveling-wave solutions of a qualitative model for combustion waves''}, contributed by + Shamil Magomedov. +\end{itemize} + %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% \subsection{Incompatible changes}\label{subsec:deprecated}