• Full Text
    • Scholarly Journal

    Investigation of the Influence of Deformation, Force, and Geometric Factors on the Roll Gripping Capacity and Stability of the Rolling Process

    ; 
    ; 
    ; 
    ; 
    . 
    ; Basel Vol. 17, Iss. 7,  (2025): 1074.     DOI:10.3390/sym17071074
    PDF CiteCite
    Copy URLPrintAll Options

    References (42)

    • 1.

      Obtaining Symmetrical Gradient Structure in Copper Wire by Combined Processing

      Volokitin, Andrey; Volokitina, Irina; Sonmez, Mehmet Seref; Denissova, Anastassiya; Gelmanova, Zoya. SYMMETRY-BASEL; MDPI Vol. 16, Iss. 11, (Nov 2024).
    • 2.

      Determining the patterns of asymmetric interaction of plastic medium with counter-directional metal flow

      V. Chigirinsky; A. Naizabekov; S. Lezhnev; O. Naumenko; S. Kuzmin. East. Eur. J. Enterp. Technol Vol. 1, (2024).
    • 3.

      Effect of the limiting deformation zone under conditions of asymmetric loading during rolling of medium thickness strips

      V. Chigirinsky; A. Naizabekov; S. Lezhnev; S. Kuzmin; E. Panin; A. Tolkushkin; I. Volokitina; R. Yordanova; M. Knapinski. J. Chem. Technol. Metall Vol. 59, (2024).
    • 4.

      Enhancing the durability of mechanical equipment in the balancing system of rolling mill rolls

      I.V. Shevchenko; O.M. Kovalchuk. Bull. Lutsk Natl. Tech. Univ Vol. 6, (2023).
    • 5.

      Improvement of strength and performance properties of copper wire during severe plastic deformation and drawing process

      E. Panin; T. Fedorova; D. Lawrinuk; A. Kolesnikov; A. Yerzhanov; Z. Gelmanova; Y. Liseitsev. Case Stud. Constr. Mater Vol. 19, (2023).
    • 6.

      Advancing a generalized method for solving problems of continuum mechanics as applied to the Cartesian coordinate system

      V. Chigirinsky; O. Naumenko. East. Eur. J. Enterp. Technol Vol. 5, (2021).
    • 7.

      The Research of the Rolling Speed Influence on the Mechanism of Strip Breaks in the Steel Rolling Process

      J. Rusnák; P. Malega; J. Svetlík; V. Rudy; N. Šmajda. Materials Vol. 13, (2020).
    • 8.

      An investigation of back stress formulations under cyclic loading

      E-Naaman, S. A; Nielsen, K. L; Niordson, C. F.  MECHANICS OF MATERIALS Vol. 130,  (Mar 2019).
    • 9.

      Influence of hot rolling on the microstructure of lean duplex stainless steel 2101

      Z.J. Gao; J.Y. Li; Z.H. Feng. Int. J. Miner. Metall. Mater Vol. 26, (2019).
    • 10.

      Estimation of the Stress-Strain State of a Discrete Medium by a Plastic Flow Model

      O.A. Dorofeyev; V.V. Kovtun. Probl. Tribol Vol. 93, (2019).
    • 11.

      A study of the evolution of crack tip plasticity along a crack front

      P. Lopez-Crespo; D. Camas; F.V. Antunes; J.R. Yates. Theor. Appl. Fract. Mech Vol. 98, (2018).
    • 12.

      Controlled Effects of Plastic Deformation of Billets for Metallurgy and Transport

      V.V. Drahobetskyi; O.O. Shapoval; V.V. Shchepetov; M.V. Zahirniak; V.V. Lotous; H.I. Lehotkin; O.H. Sliepinin; Y.S. Kresanov. Controlled Effects of Plastic Deformation of Billets for Metallurgy and Transport(2017).
    • 13.

      Development of a dynamic model of transients in mechanical systems using argument-functions

      V. Chigirinsky; A. Putnoki. East.-Eur. J. Enterp. Technol Vol. 3, (2017).
    • 14.

      Influence of asymmetric structure parameters on rolling mill stability

      J. Huang; Y. Zang; Z. Gao; L. Zeng. J. Vibroengineering Vol. 19, (2017).
    • 15.

      Elastic-plastic stress-strain calculation at notch root under monotonic, uniaxial and multiaxial loadings

      J. Li; Z.-P. Zhang; C.-W. Li. Theor. Appl. Fract. Mech Vol. 92, (2017).
    • 16.

      Unified two-stage fatigue methodology based on structural details

      J.D.O. Correia; P.J. Huffman; A.M.P. De Jesus; S. Cicero; A. Fernandez-Canteli; F. Berto; G. Glinka. Theor. Appl. Fract. Mech Vol. 92, (2017).
    • 17.

      Three-dimensional quasi-static fatigue crack growth analysis in functionally graded materials (FGMs) using coupled FE-XEFG approach

      H Pathak. Theor Appl Fract Mech Vol. 92, (2017): 59-75.
    • 18.

      The R-Function Method in Dynamic Problems of Elasticity Theory

      N.S. Synekop; L.S. Lobanova; L.A. Parkhomenko. The R-Function Method in Dynamic Problems of Elasticity Theory(2015).
    • 19.

      Solution of a Problem Linear Plane Elasticity with Mixed Boundary Conditions by the Method of Boundary Integrals

      Hussein, Nahed S.  Mathematical Problems in Engineering: theory, methods and applications Vol. 2014,  (Jan 2014).
    • 20.

      Additional separated-variable solutions of the biharmonic equation in polar coordinates

      Stampouloglou, I. H; Theotokoglou, E. E.  Journal of Applied Mechanics Vol. 77, Iss. 2,  (Mar 2010): 021003 (8 .).