Clean up non-normative content in dae.tex

chapters/dae.tex

@@ -41,19 +41,19 @@ \chapter{Modelica DAE Representation}\doublelabel{modelica-dae-representation}
 
 \begin{longtable}[]{|p{2cm}|p{12cm}|}
 \hline \endhead
-\textbf{p} & Modelica variables declared as \emph{parameter} or
-\emph{constant}, i.e., variables without any
+\textbf{p} & Modelica variables declared as \lstinline!parameter! or
+\lstinline!constant!, i.e., variables without any
 time-dependency.\\ \hline
-\emph{t} & Modelica variable \emph{time}, the independent (real)
+\emph{t} & Modelica variable \lstinline!time!, the independent (real)
 variable.\\ \hline
-\textbf{x}(t) & Modelica variables of type \emph{Real}, appearing
+\textbf{x}(t) & Modelica variables of type \lstinline!Real!, appearing
 differentiated.\\ \hline
 \textbf{m}(t\textsubscript{e}) & Modelica variables of type
-\emph{discrete Real, Boolean, Integer} which are unknown. These
+\lstinline!discrete Real!, \lstinline!Boolean!, \lstinline!Integer! which are unknown. These
 variables change their value only at event instants t\textsubscript{e}.
 \lstinline!pre(m)! are the values of m immediately before the current event
 occurred.\\ \hline
-\textbf{y}(t) & Modelica variables of type \emph{Real} which do not fall
+\textbf{y}(t) & Modelica variables of type \lstinline!Real! which do not fall
 into any other category (= algebraic variables).\\ \hline
 c\textbf{(}t\textsubscript{e}) & The conditions of all if-expressions
 generated including when-clauses after conversion, see \autoref{when-equations}).\\ \hline