Figure 6 – Shear angles in the function of machined length of Steel AISI-1045 with the rake angle minus 20 degree. Figure 6 Shows only that case when the rake angle is minus 20 degrees. As the chip formation is fluctuating, the shear plane angle is fluctuating as well. CONCLUSIONS This paper contains a brief summary about the development of Finite Element Simulation of metal cutting and shows our results. The simulation results show the shear angles occurring in case of Steel AISI-1045 material. At the beginning of cutting, shear angle is decreasing at work material steel AISI-1045. Stress distributions and temperature on tool-chip interface were studied, which parameters are very difficult to measure by experiment. In addition to this the FE model can be used to choose optimal cutting parameters. It can be used to design for cutting tool profile as well, so in this way the very expensive experiments can be avoided. ACKNOWLEDGEMENT ―The described work was carried out as part of the TÁMOP-4.2.1.B- 10/2/KONV-2010-0001 project in the framework of the New Hungarian Development Plan. The realization of this project is supported by the European Union, cofinanced by the European Social Fund.‖ References 1 Merchant, E.: Basic mechanics of metal-cutting processes, Journal of Applied Mechanics, Vol.: 66, 1944, p. 168-175. 2 Lee, E., Shaffer, B.: The theory of plasticity applied to a problem of machining, Journal of Applied Mechanics, Vol.: 73, 1951, p. 404-413. 3 Third Wave AdvantEdgeTM (2006) Third Wave system Inc., Minneapolis, USA. 4 Mamalis AG, Kundrak J, Markopoulos A, Manolakos DE: On the finite element modelling of high speed hard turning, International Journal of Adv. Manuf. Technol (2008) 38: (5-6) pp. 441-446. 5 Movahhedy M., Gadala M.S., Altintas Y.: Simulation of the orthogonal metal cutting process using an arbitrary Lagrangian-Eulerian Finite-element 30
method, Journal of Materials Processing Technology 103 (2000) 267-275, 6 Pantalé O., Bacaria J.-L., Dalverny O., Rakotomalala R., Caperaa S.: 2D and 3D numerical models of metal cutting with damage effects, Computational Methods Appl. Mech. Engineering 193 (2004) 4383–4399, 7 Grzesik W (2008) Advanced machining processes of metallic materials. Elsvier, London 8 Zorev, N. N.: Metal Cutting Mechanics, Oxford, UK: Pergamon Press. 1966 9 Binglin Li, Xuelin Wang, Yujin Hu, Chenggang Li: Analytical prediction of cutting forces in orthogonal cutting using unequal division shear-zone model, Int J Adv Manuf Technol (2011) 54:431–443 10 Astakhov VP, Osman MOM, Hayajneh MT (2001) Re-evaluation of the basic mechanics of orthogonal metal cutting: velocity diagram, virtual work equation, and upper bound theorem. Int J Mach Tools Manuf 41:393–418 11 Ramesh MV., Chan KC, Lee WB, Cheung CF: Finite-element analysis of diamond turning of aluminium matrix composites, Composites Science and Technology 61 (2001) pp.: 1449–1456 12 Özel, T., Zeren, E. Numerical modelling of meso-scale finish machining with finite edge radius tools, International Journal of Machining and Machinability of Materials, Vol. 2, No. 3, 2007, Publisher’s website: www.inderscience.com, ISSN (Print) 1748-5711, ISSN (Online) 1748-572X, pp.: 451-477 13 Astakhov, V. P.: Metal Cutting Mechanics, Boca Raton, FL, USA: CRC Press. 1999 14 Johnson, G., Cook, W.: A constitutive model and data for metals subjected to large strains, high strain rates and high temperatures, 7th International Symposyum on Ballistics, 1983, pp.: 541-547 15 Jaspers, S.P.F.C., Dautzenberg, J.H.: Material behavior in conditions similar to metal cutting: flow stress in the primary shear zone, Journal of Materials Processing Technology, Vol. 122, 2002, pp.322–330. 16 Dirikolu, M.H., Childs, T.H.C., Maekawa, K.: Finite element simulation of chip flow in metal machining, International Journal of Mechanical Sciences, Vol. 43, 2001, pp.2699–2713. 17 Özel, T., Altan, M. T.: Determination of workpiece flow stress and friction at thechip–tool contact for high-speed cutting, International Journal of Machine Tools & Manufacture 40, 2000, pp.: 133–152. 18 Sartkulvanich, P., Altan, T., Göcmen, A.: Effects of Flow stress and Friction Models in Finite Element Simulation of Orthogonal Cutting – a Sensivitivity Analysis, Machine Science and Technology, (2005) 9, pp.: 1–26. 19 Čep, R., Neslušan, M.; Barišič, B.: Chip Formation Analysis during Hard Turning. Strojarstvo, 2008, vol 50, No. 6, pp.: 337 – 345, ISSN 0562 – 1887. 20 Lee, E., Shaffer, B.: The theory of plasticity applied to a problem of machining, Journal of Applied Mechanics, Vol.: 73, 1951, p. 404- 413. 21 Iwata, K., Osakada, K., Terasaka, Y.: Process modeling of orthogonal cutting by the rigidplastic finite element method, ASME Journal of Engineering for Industry 106, 1984, pp.: 132–138. 22 Özel, T., Altan, M. T.: Determination of workpiece flow stress and friction at thechip–tool contact for high-speed cutting, International Journal of Machine Tools & Manufacture 40, 2000, pp.: 133–152. 23 Shaw, M. C.: Metal Cutting Principles, Oxford University Press, Oxford, 1984. 24 Ambati, R.: Simulation and Analysis of Orthogonal Cutting and Drilling Processes using LS-DYNA, Master of Science Thesis at University of Stuttgart, University of Stuttgart, Germany, December 2007-June 2008, p.: 71 5 Nyiro, J.: Results of analysis of cutting, FMTU, Cluj Napoca, Romania, March 22-23, 2002, pp.: 109-112 Поступила в редколлегию 15.04.2011 31
- Page 1 and 2: МИНИСТЕРСТВО ОБРАЗ
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- рассмотреть возмо
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где FPz - радиальная
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Рисунок - Схема сво
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заготовки в положи
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V W 0,5 D cos , (21) mux u u m V
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Результаты аналити
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ляются определяющи
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N Z min , максимальные
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V T XYZ N Face VT i , (11) где
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Поверхностные Площ
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дель Вселенной», 2005
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Режущие инструмент
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зивная обработка п
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термином подразуме
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Результатом интенс
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проводности алмаза
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40 с., по стойкости и
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2.1. Minimum of vibration and mecha
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On base of the calculations and the
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namics is also ggod, yellow and cre
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УДК 621.9.01:519.6 В.А. Зал
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Таблица 1 - Сравнени
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ПРИРОСТ ПРОИЗВОДИТ
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Таблица 3 - Сведения
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а б а в , с г , с д е Ри
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УДК 621.623 В.И. Кальче
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При этом линия конт
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на профиле шлифова
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3 2 1 Рисунок 9 - Влиян
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Как видно из рисунк
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UDK 621.9 J. Kundrák, Miskolc, Hun
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Figure 1 - Processes, auxiliary mat
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CL quantity CL quantity The data of
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CL quantity CL quantity This time t
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UDK 621.9 J. Kundrak, I. Deszpoth,
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Table 1 - Technological data of cut
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Operation time, t op [min] 0.0 0.5
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Material removal rate, Q wp, op [mm
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UDK 621.9 J. Kundrak, G. Szabo, Mis
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the material, the high compressive
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4. RESULTS OF THE FEM- SIMULATION T
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Maramhao C.: A Study of Plastic Str
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могут привести к по
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АКТП позволяют пре
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где A - текущее АКТП
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мм 3 /хв. (швидкість
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зносостійкості кру
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шорсткості оброблю
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mean roughness R a , μm 2. QUALITY
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waviness W t , μm 200 250 300 200
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УДК 621.923 П. Г. Матюха
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ва, Вт/м·град; а - ко
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зерна (d=h), мм; к - ко
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- соотношение норма
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Продолжение табл.1 1
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УДК 621. 22 С. Р. Мемето
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Измерение силовых
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ность применения в
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АО растворенного в
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Повышение вязкости
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вязкость исходных
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4 этап. Изучение мно
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напряженность труд
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является кривая t H
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УДК 621.9.015 Н.В. Новик
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большие сжимающие
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Рисунок 3 - Схема об
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a EC . (5) l cos arctg a Стор
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вится справедливым
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UDK 621.9 Z. Pаlmai, Miskolc, Hung
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Figure 1 - The geometry of flank we
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We chose f=0.25mm/rev, a=2.5mm and
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Figure 6 - Wear curve in vibrating
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маз. Хотя графит и а
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алмаза, толщина кот
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Установлено, что то
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Рисунок 7 - Мероприя
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Выводы и перспекти
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Рассмотрим особенн
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( )(1 ) ( ) 1 exp P P
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УДК 621.91 M. Rybicki, PhD. Eng.
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are much larger for the conditions
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a e 0,3mm a e 1,8mm a e 2,2mm feed
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л/год, страны СНГ (д
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дальность струи. [4].
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УДК 621.923 Р.М. Стрель
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Рисунок 1 - Микрофот
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а Рисунок 3 - Профил
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ρ=12 мкм ρ=12 мкм ×100 а
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UDK 621.921 R.S. Turmanidze Prof.,
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In Fig. 1a is shown the LPG scheme
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For elaboration of the theoretical
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Where γ γ vB vK B v o(R KA -2rш
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physical-mechanical properties of t
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матеріалів кругами
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України, є членом р
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техническом универ
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ского биографическ
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Добровольский А.В.,
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279