Mathematical Model and Program Development for the Efficient Process Conditions Determination during FeC0.15Cr12Ni2 Steel Diamond Smoothing

Abstract:

In this paper the mathematical model and the program based on this model for efficient process conditions during a diamond smoothing is introduced. The mathematical model has been tested with heatproof martensite category steel FeC0.15Cr12Ni2 by the synthetic diamond DSB-1 using as a smoothing tool. The mathematical model takes into account plastic deformation degree which could have both smoothing and reinforcing nature. Through the smoothing conditions the surface has a microroughnesses crumpling but reinforcing conditions involve also surface layer microhardness increasing.

• Periodical: Key Engineering Materials (Volume 684)
• Pages: 477-482
• DOI: https://doi.org/10.4028/www.scientific.net/KEM.684.477
• Online since: February 2016
• Authors: Aleksei Nicolaevich Shvetcov, Dmitrii Leonidovich Skuratov
• Keywords: Diamond Smoothing, Efficient Process Conditions, Engineering Constraints, Mathematical Model, Smoothing, Strengthening, Surface Plastic Deformation

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