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IssuesArchive of Issues2018-2pp.127-137

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A.M. Lokoshchenko, "Determining Energy-Optimal Upsetting Program of Compound Cylinders," Mech. Solids. 53 (2), 127-137 (2018)
Year 2018 Volume 53 Number 2 Pages 127-137
DOI 10.3103/S0025654418020024
Title Determining Energy-Optimal Upsetting Program of Compound Cylinders
Author(s) A.M. Lokoshchenko (Institute of Mechanics, Lomonosov Moscow State University, Michurinskii pr. 1, Moscow, 119192 Russia, loko@imec.msu.ru)
Abstract The upsetting of a compound cylinder consisting of a continuous inner cylinder and a hollow cylinder bordering it, with the heights of both cylinders coinciding, is considered. The steady creep of both cylinders is described by power relations with the same values of the exponent and various coefficients. It is assumed that both cylinders are deformed without barrel formation, the friction of the ends of the cylinders with the planes of the press is described by Coulomb's law. The main interest is the value of the work of the external compressive force on the movements of the ends of the cylinder. The upsetting of a composite cylinder by the same value for the same duration by means of various loading programs is considered. The kinematic program (with a constant approach speed of the ends of the cylinder) and the power program (with a constant external compressive force) are considered. It is shown that the kinematic upsetting program is more efficient for energy costs than the power program. With the help of the variational approach, an optimal upsetting program is determined, at which the work of the external force is minimal. The calculations showed that the corresponding work of the external force is different from the work spent under the kinematic program, by the hundredth and thousandths of a percent. Therefore, in the technological processes of upsetting the cylinders, it is expedient to use the kinematic loading program.
Keywords composite cylinder, upsetting, creep, external force work, various loading programs, energy approach
References
1.  I. Ya. Tarnovsky, A. N. Levanov, and M. I. Poksevatkin, Contact Stresses During Plastic Deformation (Metallurgiya, Moscow, 1966) [in Russian].
2.  I. O. Sivak, V. A. Ogorodnikov, and B. V. Syrnev, "Calculation of the Limiting Shaping of Billets from a Hard-to-Deformable Alloy with an Axisymmetric Draft," Kuznechno-Shtampovochnoe Proizvodstvo, No. 2, 2-5 (1980).
3.  Yu. G. Burov, "Method of Calculating the Temperature of the Metal of the Billet under Hot Draft," Kuznechno-Shtampovochnoe Proizvodstvo, No. 11, 14 (1984).
4.  A. T. Archakov and V. A. Nekrasov, "Experimental Studies of the Process of Draft with Torsion," Kuznechno-Shtampovochnoe Proizvodstvo. Obrababotka Metallov Davleniem, No. 3, 21-26 (2003).
5.  Yu. M. Antoshchenkov and I. M. Taupek, "Features Modeling Axisymmetric Upsetting," Kuznechno-Shtampovochnoe Proizvodstvo. Obrababotka Metallov Davleniem, No. 10, 42-48 (2014).
6.  Z. C. Lin and S. Y. Lin, "An Investigation of a Coupled ANALYSIS of a Thermo-Elastic-Plastic Model during Warm Upsetting," Int. J. Machine Tools Manufact. 30 (4), 599-612 (1990).
7.  S. Y. Lin, "Investigation of the Effect of Dissimilar Interface Frictional Properties on the Process of Hollow Cylinder Upsetting," J. Mater. Process. Technol. 66 (1-3), 204-215 (1997).
8.  C. Thiebaut, C. Bonnet, and J. M. Morey, "Evolution of the Friction Factor of a Molybdenium Work Piece during Upsetting Tests at Different Temperatures," J. Mater. Process. Technol. 77 (1-3), 240-245 (1998).
9.  S. Y. Lin and F. C. Lin, "Influences of the Geometrical Conditions of Die and Workpiece of the Barreling Formation during Torging Exrusion Process," J. Mater. Process. Technol. 140, 54-58 (2003).
10.  N. N. Malinin, Creep in Metal Working (Mashinostroenie, Moscow, 1986) [in Russian].
11.  A. M. Lokoshchenko, Creep and Long-Time Strength of Metals (Fizmatlit, Moscow, 2016) [in Russian].
12.  V. F. Krotov and M. Ya. Brovman, "Extreme Processes of Plastic Deformation of Metals," Izv. AN SSSR. OTN. Mekhanika i Mashinostroenie, No. 3, 148-153 (1962).
13.  A. M. Lokoshchenko, "Determination of the Optimal Program for the Deposition of Cylinders with Allowance for Friction," Vestnik Mashinostr. No. 9, 44-48 (2016).
14.  N. N. Malinin, Applied Theory of Plasticity and Creep (Mashinostroenie, Moscow, 1975) [in Russian].
15.  M. L. Krasnov, G. I. Makarenko, and A. I. Kiselev Variational calculus, problems and exercises (Nauka, Moscow, 1973) [in Russian].
Received 10 April 2017
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