Unterschiede

Hier werden die Unterschiede zwischen zwei Versionen angezeigt.

--- en:materialdaten:mischungen:gefuelltes_polymer_viskositaet [2025/05/13 09:42] – angelegt deppe2
+++ en:materialdaten:mischungen:gefuelltes_polymer_viskositaet [2025/12/05 21:06] (aktuell) – deppe2
@@ Zeile 1: / Zeile 1: @@
 ====== Filled Polymer: Viscosity ======
+===== Filled Polymer: Viscosity =====
+**Path:** Main menu > Material > New filled polymer... Tab: Viscosity\\
+{{:materialdaten:mischungen:iconfillednew-material.ico?nolink&60x60 |}}
+\\
+\\
+\\
+**Path:** Main menu > Material > Edit material (file)... Tab: Viscosity\\
+{{:materialdaten:reine_polymere_uebersicht:iconmaterialedit-material.ico?nolink&60x60 |}}
+\\
+\\
+\\
+{{ :en:materialdaten:mischungen:en_sigma150_dlg_materialdaten_020.png?nolink |}}
+**Figure:** Tab Viscosity
+The calculation of all material data except of the viscosity is based on mixing rules. The mixing rules used are described in detail in the Reference Manual. There are two options to calculate the viscosities of the compound. You can enter the rheological data analogous to the procedure for pure polymers. The other option is to let SIGMA calculate the viscosity of the mixtures using mixing rules. The following mixing rules are implemented in SIGMA:
+  * **Einstein:**
+$$\eta_M = \eta_p \cdot (1 + 2.5 \cdot \phi_F)$$
+  * **Hashin:**
+$$\eta_M = \eta_p \cdot \left(1 + \frac{2 \cdot \phi_F}{1 - \phi_F}\right)$$
+  * **modified Mooney law:**
+$$\eta = \frac{A \cdot a_T \cdot a_F}{(1 + B \cdot \gamma \cdot a_T \cdot a_F)^c} \text{ mit } a_F = \exp\left(\frac{k_E \cdot \phi_F}{1 - \frac{\phi_F}{\phi_{max}}}\right)$$
+To calculate the degree of dispersion the tensile strength and the porosity of the filler agglomerates have to be entered.