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--- doc:user:elements:boundaries:flux [2024/12/09 11:34] – [Tm[2]ConvectionHeatFlux[2|3]DElement] vanhulle
+++ doc:user:elements:boundaries:flux [2024/12/09 11:40] (current) – [Tm[2]ConvectionHeatFlux[2|3]DElement] vanhulle
@@ Line 4: / Line 4: @@
 ''ElementProperty'' contains the type of element and all necessary information to compute the value of the heat flux/source at each Gauss point with a spatial distribution function. This spatial heat distribution function is expressed in a set of local coordinates {$x'$, $y'$, $z'$}, which is handled by the ''HeatInteraction''.
- {{:doc:user:elements:boundaries:heat_localcoord.png?400|}}
+{{ doc:user:elements:boundaries:heat_localcoord.png?400 |Coordonnées locales du la source de chaleur}}
 Using this set of local coordinates allows to easily define a moving/rotating heat source/flux, which is particularly useful for some applications (//e.g.// additive manufacturing).
@@ Line 126: / Line 126: @@
 ==== Tm[2]ConvectionHeatFlux[2|3]DElement ====
-<note important> Only for Metafor version > 3544 </note>
+<note important> **Metafor version >= 3545** </note>
 === Description ===
 Thermal convection heat flux element in 2/3D, first or second order (thermal field of second order), that can be created on "boundary" geometries (//i.e.// curves in 2D and sides in 3D). These elements are particularly suited to model moving hot gas torches.
@@ Line 184: / Line 184: @@
 $$
 Difference between these 2 distribution types is highlighted below for $k_i=1$.
- {{:doc:user:elements:boundaries:heat_GaussLogNorm.png?300|}}
+{{ doc:user:elements:boundaries:heat_GaussLogNorm.png?400 |Distribution Gaussienne v.s. Log-Normale avec k=1}}
 __Example:__ \\
@@ Line 190: / Line 191: @@
 Convection heat flux element is modelled using a modified log-normal distribution at the rear and Gaussian distributions at the front and along $y'$.
     # convection heat source (LogNorm - Gauss - Gauss)
+    prpHeat = ElementProperties(TmConvectionHeatFlux3DElement)
     prpHeat.put(        HEATEL_TYPE,  CONVHEATEL_COMBINE)
     prpHeat.put(        TEMP_FLUIDE,          p['T_HGT'])