Testing the Cross-Sectional Microhardness in Sheets with A 0.08% Carbon Concentration

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The research team studied the hardness of cold-rolled sheets of varying thicknesses containing 0.08% carbon. Greater thickness correlated with lower mean hardness. The hardness was found to drop in the middle of a plate and to increase gradually towards the edges. This pattern was observed regardless of the thickness of thin cold-rolled sheet steel. The change in hardness may indicate uneven accumulated strain in the sheets rolled to a desired value. Pre-hardened sheets were analyzed to find whether the hardness was homogeneous through the thickness. The material was hardened by axial tensioning. Analysis showed that at greater accumulated strain, the through-thickness hardness was affected as well. However, the difference was less pronounced at the edge as well as in the middle of sheets. The paper shows graphs of the hardness distribution through thickness.

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Solid State Phenomena (Volume 316)

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269-275

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April 2021

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© 2021 Trans Tech Publications Ltd. All Rights Reserved

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[1] V.I. Danilov, L.B. Zuev, N.I. Kuznetsova, A.N. Malov, A.M. Orishich, V.M. Fomin, V.B. Shulyatiev, Features of laser cutting of sheet steel and monitoring the quality of samples after laser exposure, Applied Mechanics and Technical Physics. 47 (2006) 176–184.

DOI: 10.1007/s10808-006-0096-y

Google Scholar

[2] A.V. Aldunin, A.V. Shumeev, Investigation of the distribution of plastic deformation over the thickness of steel strips. Engineering technology and materials. News MSTU MAMI,. 22 (2014).

DOI: 10.17816/2074-0530-67604

Google Scholar

[3] V.B. Belousov, S.A. Tipalin, Y.G. Kalpin. How the Material Thickness Affects 0.08% Carbon Cold-Rolled Sheet Steel. Materials Engineering and Technologies for Production and Processing V. Solid State Phenomena. 299 (2020) 409-418.

DOI: 10.4028/www.scientific.net/ssp.299.409

Google Scholar

[4] S.A. Tipalin, Determination of accumulated deformation in the process of extruding a technological groove / Procurement in mechanical engineering, 8 (2013) 22-24.

Google Scholar

[5] N.F. Shpunkin, S.A. Typalin Study of the properties of multilayer sheet materials, Procurement in mechanical engineering,1 (2013) 28-31.

Google Scholar

[6] http://www.rbmc.ru/sites/rbmc.ru/files/stal_jfe_series_le_c_cat.3_rus.pdf.

Google Scholar

[7] Yu.G. Kalpin, Yu.K. Filippov, S.A. Tipalin, A.G. Zaitsev, The study of stamping rod tupe parts using eccentrically located head, ChernyeMetally, 7 (2019) 41-46.

Google Scholar

[8] Yu.G. Kalpin, Yu.K. Filippov, S.A. Egorov, V.I. Mishin, Sample for mechanical testing of materials by plastic uniaxial upsetting, ChernyeMetally, 8 (2019) 62-66.

Google Scholar

[9] G.D. Del, Determination of stresses in the plastic region by the distribution of hardness. M., Mechanical Engineering, (1971).

Google Scholar

[10] S.A. Tipalin, M.A. Petrov, Y.A. Morgunov. Theoretical Investigation of the Bending Process of the Pre-Strained Metal Sheet. Materials Engineering and Technologies for Production and Processing V. Solid State Phenomena, 299 (2020) 351-358.

DOI: 10.4028/www.scientific.net/ssp.299.351

Google Scholar

[11] Christopher B. Smith, Rajiv S. Mishra. Friction Stir Processing for Enhanced Low Temperature Formability, Elsevier. (2014) 11-124.

DOI: 10.1016/b978-0-12-420113-2.00001-5

Google Scholar

[12] S. Song, M.M. Yovanovich, Relative Contact Pressure: Dependence Upon Surface Roughness and Vickers Microhardness, Journal of Thermophysics and Heat Transfer, 2 (1988) 43-47.

DOI: 10.2514/3.60

Google Scholar

[13] Yu.G. Kalpin, V.I. Perfilov, P.A. Petrov, V.A. Ryabov, Yu.K. Filippov, Resistance to Deformation and the Plasticity of Pressure-Deformed Metals, Soprotivleniye deformatsii i plastichnost metallov pri obrabotke davleniyem. Moscow: MSTU: MAMI, (2007).

Google Scholar

[14] M.A. Mott Micro-Indentation Hardness Testing, Butterworths Scientific Publications, (1956).

Google Scholar

[15] GOST 9450-76. Measurement of microhardness by indentation of diamond tips M: Ed. Standards, (1993).

Google Scholar

[16] A.I. Kobzar, Applied mathematical statistics. For engineers and scientists, M.: FIZMATLIT, (2006).

Google Scholar

[17] R. Hill, A theory of the yielding and plastic flow of anisotropic metals. Proc R Soc Lond Ser A 193 (1948).

Google Scholar

[18] M. Brunet, F. Morestin, Walter-Leberre H Failure analysis of anisotropic sheet-metals using non-local plastic damage model. J Mat Proc Technol 170 (2005).

DOI: 10.1016/j.jmatprotec.2005.05.046

Google Scholar

[19] Van Houutte P Anisotropic plasticity. In: Hartley P, Pillingar I, Sturgess C (eds) Numerical modeling of material deformation process: research, development and applications. Springer-Verlag, London. (1992).

Google Scholar

[20] C. Zhiying, D. Xianghuai, The GTN damage model based on Hill'48 anisotropic yield criterion and its application in sheet metal forming. Comp Mat Sci 44 (2009).

DOI: 10.1016/j.commatsci.2008.07.020

Google Scholar

[21] M.L. Bernstein, M.A. Zaymovsky, Mechanical Properties of Metals, Mekhanicheskiye svoystva metallov, Moscow: Metallurgiya, (1979).

Google Scholar

[22] R.A. Adamescu, P.W. Geld, Je.A. Mitjushov, Anisotropy in the Physical Properties of Metals, Anizotropiya fizicheskikh svoystv metallov, Moscow: Metallurgiya, (1985).

Google Scholar