Difference between revisions of "Linear Softening"
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<math>\delta_{max} = 2sG_c</math> | <math>\delta_{max} = 2sG_c</math> | ||
== Softening Law Properties == | == Softening Law Properties == | ||
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! Property !! Description !! Units !! Default | ! Property !! Description !! Units !! Default | ||
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| Gc || The toughness associated with the this softening law || [[ConsistentUnits Command#Legacy and Consistent Units| | | Gc || The toughness associated with the this softening law || [[ConsistentUnits Command#Legacy and Consistent Units|energy release units]] || none | ||
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Note that softening materials | Note that softening materials | ||
Revision as of 18:27, 13 January 2016
The Softening Law
A linear softening law has the following values:
[math]\displaystyle{ f(\delta,s) = 1 - {\delta\over 2sG_c} }[/math]
[math]\displaystyle{ A(\delta,s) = {\delta\over 2} }[/math]
where s is the softening scaling term and Gc is toughness of the law (and the law's only property). The critical crack opening displacement, which depends on mesh size and crack orientation, is given by
[math]\displaystyle{ \delta_{max} = 2sG_c }[/math]
Softening Law Properties
The following property are used to create a linear softening law:
| Property | Description | Units | Default |
|---|---|---|---|
| Gc | The toughness associated with the this softening law | energy release units | none |
Note that softening materials