Curing Model

The curing model describes how quickly a thermoset plastic material cures during the packing phase of a plastic injection simulation.

See Also

Curing Model

The app supports one curing algorithm: the Kamal model, which can be expressed as

\dot{α} = (K_{1} + K_{2} α^{m}) {(1 - α)}^{n},

where $K_{1} = a_{1} \exp (- e_{1} / T)$ and $K_{2} = a_{2} \exp (- e_{2} / T) .$ $a_{1}$ , $a_{2}$ , $e_{1}$ , $e_{2}$ , $m$ , and $n$ are all material parameters.