76185
Industrial
- Nov 7, 2008
- 16
Hi guy,
I would be really happy, if you could help me to solve my problem !!
Here is it:
I study residual stresses induced in orthogonal cutting.
The simulation is "dynamic-explicit-temp-disp"
The workpiece is modelled with a Johson-Cook law, conductivity, heat capacity, inelastic heat fraction etc...
And so is the tool.
The chip is built thanks to a Johnson-Cook failure criterium with element deletion.
The contacts are defined with Coulomb-friction and "heat generation"
PROBLEM: During the process, upstream of the tool's nose, the temperature of some elements decreases! But I get residual stresses under the machined surface.
If the conductivity of the material is set to a very small value (0.001 for example), there isn't any problem but no residual stresses!
It seems really that the problem comes from the conductivity...It's not a problem of units...
It makes no sense ?!?!
If the temperature decreases in some elements, where does the heat go???
Thank you for any suggestions !
I would be really happy, if you could help me to solve my problem !!
Here is it:
I study residual stresses induced in orthogonal cutting.
The simulation is "dynamic-explicit-temp-disp"
The workpiece is modelled with a Johson-Cook law, conductivity, heat capacity, inelastic heat fraction etc...
And so is the tool.
The chip is built thanks to a Johnson-Cook failure criterium with element deletion.
The contacts are defined with Coulomb-friction and "heat generation"
PROBLEM: During the process, upstream of the tool's nose, the temperature of some elements decreases! But I get residual stresses under the machined surface.
If the conductivity of the material is set to a very small value (0.001 for example), there isn't any problem but no residual stresses!
It seems really that the problem comes from the conductivity...It's not a problem of units...
It makes no sense ?!?!
If the temperature decreases in some elements, where does the heat go???
Thank you for any suggestions !