Metafor

ULiege - Aerospace & Mechanical Engineering

User Tools

Site Tools


doc:user:elements:volumes:yield_stress

Differences

This shows you the differences between two versions of the page.

Link to this comparison view

Both sides previous revisionPrevious revision
Next revision
Previous revision
Last revisionBoth sides next revision
doc:user:elements:volumes:yield_stress [2016/02/02 17:59] – [CowperSymondsYieldStress] wauteletdoc:user:elements:volumes:yield_stress [2020/07/08 10:10] – [PythonYieldStress] papeleux
Line 298: Line 298:
 |$\Theta_{0}$  |   ''KM_THETA0''          ''TM/TO''        |  |$\Theta_{0}$  |   ''KM_THETA0''          ''TM/TO''        | 
 |${\dot{\bar{\varepsilon}}^{vp}_{0}}$ |   ''KM_DEVPL0''    |  ''-''           | |${\dot{\bar{\varepsilon}}^{vp}_{0}}$ |   ''KM_DEVPL0''    |  ''-''           |
 +
 +
 +===== SellarsTeggartYieldStress =====
 +
 +Yield Stress used for hot rolling defined by  :
 +  * a Static term : 
 +$$
 +S0 = \sqrt(3)  \; KK (\sqrt(3)  \;\bar{\varepsilon}^{vp})^{M0}
 +$$
 +  * a Dynamic Term : 
 +$$
 +Ss = As  \; asinh(\frac{\dot{\bar{\varepsilon}}^{vp}}{Zs})^{Ms}
 +$$
 +  * for the Yield Stress computed by : 
 +$$
 +\sigma_{yield}  = S0 + (Ss - S0) (1-e^{-C \; \bar{\varepsilon}^{vp}})^{R}
 +$$
 +
 +=== Parameters === 
 +
 +^          Name                            Metafor Code  ^ Dependency         ^
 +|$KK $                                      ''SELLARSTEGGART_KK'' |  ''TM/TO''         
 +|$M0 $                                      ''SELLARSTEGGART_M0'' |  ''TM/TO''         |
 +|$As $                                      ''SELLARSTEGGART_AS'' |  ''TM/TO''         |
 +|$Zs $                                      ''SELLARSTEGGART_MS'' |  ''TM/TO''         
 +|$Ms $                                      ''SELLARSTEGGART_ZS'' |  ''TM/TO''         |
 +|$C $                                      |  ''SELLARSTEGGART_R'' |  ''TM/TO''         |
 +|$R $                                      |  ''SELLARSTEGGART_C'' |  ''TM/TO''         |
 +
 +
 +===== PythonYieldStress =====
 +
 +User defined Yield Stress by a pythonDirector :
 +Python Director allows user to define their own Yield Stress law. Four functions has to be defined in the Python Class : a constructor (__init__), a destructor (__del__) that must never be called, and the computation functions : getYieldStress (returning YieldStress) and getYieldHardening (returning h).
 +See the example below of a Perzyna law : 
 +<code>
 +
 +class MyYieldStress(PythonYieldStress):
 +    def __init__(self, _no, _svm0, _h, _K, _m):
 +        print("MyYieldStress: __init__")
 +        PythonYieldStress.__init__(self,_no)
 +        self.svm0 = _svm0
 +        self.h    = _h
 +        self.K    = _K
 +        self.m    = _m        
 +    def __del__(self):
 +        print("MyIsoH : __del__")
 +        print("callToDestructor of MyYieldStress not allowed. Add MyIsoH.__disown__()")
 +        input('')
 +        exit(1)
 +    def getYieldStress(self, evpl, deltaEvpl, dTime, yieldGPState, pLaw):
 +        #print "MyYieldStress compute Yield Stress"
 +        if dTime > 0.0:
 +            dEvpl = deltaEvpl/dTime
 +        else:
 +            dEvpl = 0.0
 +        sigH = self.svm0+evpl*self.h
 +        sigV = self.K*pow(dEvpl, self.m)
 +        #yieldGPState.setVpStress(sigV)
 +        return sigH+sigV
 +    def getYieldHardening(self, epl, deltaEvpl, dTime, yieldGPState, pLaw) :
 +        if dTime > 0.0:
 +            dEvpl = deltaEvpl/dTime
 +            h = self.h + (self.K*pow(dEvpl, self.m-1))/dTime
 +        else:
 +            dEvpl = 0.0
 +            h = self.h
 +        return h
 +</code>
 +
doc/user/elements/volumes/yield_stress.txt · Last modified: 2020/07/08 10:27 by papeleux

Donate Powered by PHP Valid HTML5 Valid CSS Driven by DokuWiki