\end{tabular}\right]
\f]
-\subsection TableNatureOfFieldExampleConservVol Conservative volumic case
+\subsection TableNatureOfFieldExampleConservVol IntensiveMaximum case
-If we apply the formula \ref TableNatureOfField "above" it leads to the following \f$ M_{Conservative Volumic} \f$ matrix :
+If we apply the formula \ref TableNatureOfField "above" it leads to the following \f$ M_{IntensiveMaximum} \f$ matrix :
\f[
- M_{Conservative Volumic}=\left[\begin{tabular}{cc}
+ M_{IntensiveMaximum}=\left[\begin{tabular}{cc}
$\displaystyle{\frac{0.125}{0.125+0.75}}$ &
$\displaystyle{\frac{0.75}{0.125+0.75}}$ \\
\end{tabular}\right]=\left[\begin{tabular}{cc}
In the particular case treated \ref TableNatureOfFieldEx1 "here", it means that only a power of 25.055 W is intercepted by the target cell !
So from the 104 W of the source field \f$ FS \f$, only 25.055 W are transmitted in the target field using this nature of field.
-In order to treat differently a power field, another policy, \ref TableNatureOfFieldExampleIntegralGlobConstraint "integral global constraint nature" is available.
+In order to treat differently a power field, another policy, \ref TableNatureOfFieldExampleIntegralGlobConstraint "Extensive Conservation" is available.
-\subsection TableNatureOfFieldExampleIntegralGlobConstraint ExtensiveMaximum with global constraints case
+\subsection TableNatureOfFieldExampleIntegralGlobConstraint ExtensiveConservation case
If we apply the formula \ref TableNatureOfField "above" it leads to the following \f$ M_{ExtensiveConservation} \f$ matrix :
\b BUT, As we can see here, the maximum principle is \b not respected here, because the target cell #0 has a value higher than the two
intercepted source cells.
-\subsection TableNatureOfFieldExampleRevIntegral Reverse integral case
+\subsection TableNatureOfFieldExampleRevIntegral IntensiveConservation case
If we apply the formula \ref TableNatureOfField "above" it leads to the following \f$ M_{IntensiveConservation} \f$ matrix :
This type of nature is particularly recommended to interpolate an intensive \b density
field (moderator density, power density).
-The difference with \ref TableNatureOfFieldExampleConservVol "conservative volumic" seen above is that here the
+The difference with \ref TableNatureOfFieldExampleConservVol "Intensive Maximum" seen above is that here the
target field is homogenized to the \b whole target cell. It explains why this nature of field does not follow the maximum principle.
To illustrate the case, let's consider that \f$ FS \f$ is a power density field in \f$ W/m^2 \f$.
