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The results have been modeled using available equations for two different types of oxidative wear and it has been shown that the model proposed by Sullivan and Hodgson can be used to predict the sliding wear rate of heat-treated steels in the low-sliding velocity wear regime.
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The SEPIC converter is modeled using average value modeling analysis.
The flow field is modeled using k ε RNG model.
The rest of components are modeled using suitable FE models as shown in the table.
c Description shown in B is modeled using proposed MCL cell model.
Tree growth is modeled using phase modulation.
Buoyancy effect is modeled using Boussinesq approximation.
The interaction between the two materials is modeled using interface elements to allow for relative movement.
The machining cost in milling was modeled using a kriging surrogate.
The cathode catalyst layer was modeled using both macrohomogeneous and spherical agglomerate characterizations.
For this aim, 8 instrumentation sections were modeled using FLAC3D 5.0 and the real topography was determined.
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