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Proceedings of SerbiaTrib '13

Proceedings of SerbiaTrib '13

Proceedings of SerbiaTrib '13

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Fig. 3. The comparison the criterion В andtechnological conditions <strong>of</strong> operation; Work material –the stainless steel EK26, tool – TT7K12, coating – ZrB 2.It is clearly shown, that in the time <strong>of</strong> increasing<strong>of</strong> cutting speed v the criterion В increases too. It isthe reason for increasing <strong>of</strong> an angle <strong>of</strong> shear planeβ 1 . The angle <strong>of</strong> shear plane β 1 increases, becausethe materials ultimate stress σ В reduces by reason <strong>of</strong>increasing <strong>of</strong> rate <strong>of</strong> deformation and temperaturein the cutting area.On the base <strong>of</strong> experimental research theinfluence <strong>of</strong> different technological conditions onthe criterion В has been obtained. The quantity <strong>of</strong>shear plane β 1 <strong>of</strong> coated tool increasesapproximately on 5-10 %. But experimentalequations are limited by technological conditions <strong>of</strong>experiments and couldn’t be used for otherconditions or other covers <strong>of</strong> tool. Therefore themethodology for estimating <strong>of</strong> a criterion B forother covers <strong>of</strong> tool has been developed. Thismethodology is based on the taking intoconsideration adhesive component <strong>of</strong> the frictioncoefficient f M <strong>of</strong> coated tool.For determination <strong>of</strong> the friction coefficient twoapproaches were used. According to the firstapproach, friction coefficient μ F was determined asa ratio <strong>of</strong> a tangential force to a normal force <strong>of</strong>cutting:F FtanPy + Pх Ру ⋅ cosϕ+ Px ⋅ cos(90 − ϕ)µ = = =,(3)N РzPzwhere μ F – friction coefficient; Py, Px, Pz – components<strong>of</strong> a cutting force, [Н]; F tan – tangential force to a cutterface, [Н]; N – normal force to the cutter face, [Н]; Py –radial component <strong>of</strong> a cutting force, [Н]; Px – axialcomponent <strong>of</strong> a cutting force, [Н].On the figure 4 the dependence <strong>of</strong> criterion Band friction coefficient μ F on a dimensionlessv ⋅ a1complex Pe = , which defines theatechnological conditions <strong>of</strong> operation, has beenshown.The comparison <strong>of</strong> curves on the figure 4permits to create the proportion:В21Fµ ⋅ В1= (4)µF2The magnitude <strong>of</strong> unknown criterion B 2 can beapproximately estimated if the magnitudes <strong>of</strong>F Fcriterion B 1 and friction coefficients µ1, µ2whichcorrespond to the tools with different coatings, areknown. But the determination <strong>of</strong> the frictioncoefficient μ F according to the first approachdoesn’t take into consideration the temperature inthe cutting area.The second approach has ‘not this shortcoming.According to the second approach fordetermination <strong>of</strong> the friction coefficient theadhesiometer was used (figure 5). It is known, thatthe friction coefficient:f = f D + f M , (5)where f D – deformation component <strong>of</strong> the frictioncoefficient; f М – adhesion (molecular) component <strong>of</strong> thefriction coefficient:Fig. 4. The dependence <strong>of</strong> criterion B and friction coefficient μ F on a dimensionless complex Pe; work material –Stainless steel EK26; tool material – carbide material VK6R; nanostructured coatings <strong>of</strong> tool: VK6R (withoutcover); (Ti;Si)N; (Ti;Si;Al)N; TiB 2 ; Al 2 O 313 th International Conference on Tribology – Serbiatrib’13 201

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