International Scientific Journal


Addressed to serious heat degradation problem of the braking continuously performed in the drag brake application for a long time, finite element analysis for bidirectional thermal-structure coupling is adopted to investigate temperature and stress when material properties are temperature-dependent. Based on the constitutive relations of heat transfer and strain-stress, three-dimensional transient finite element equilibrium equations with many kinds of boundary conditions for bidirectional thermal-structure coupling were derived. And it was originally presented that start time, location, severity and evolution laws of plastic deformation were depicted using dimensionless stress distribution contour with the yield limit related to temperature. The change laws of plastic element number and contact area versus braking time were expressed by plasticity ratio and contact ratio curves, respectively. The laws revealed by the numerical calculation results are in accordance with the objective perception and reasoning.
PAPER REVISED: 2014-11-30
PAPER ACCEPTED: 2015-01-25
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  1. Cui, J.Z., et al., Numerical Investigation on Transient Thermal Behavior of Multidisc Friction Pairs in Hydro-viscous Drive, Applied Thermal Engineering, 67(2014), 1-2, pp. 409-422
  2. MILOŠEVIĆ M.S., et al., Modeling thermal effects in braking systems of railway vehicles, Thermal Science, 16(2012), 2, pp. 515-526
  3. Xie F.W, et al., Thermal behavior of multidisk friction pairs in hydroviscous drive considering inertia item, Journal of Tribology, 136(2014), pp. 1-11
  4. Ohno N., et al., Elastoplastic implicit integration algorithm applicable to both plane stress and three-dimensional stress states, Finite Elements in Analysis and Design, 66(2013), pp. 1-11
  5. Pei Y.C., et al., Elastic-plastic stresses in rotating connection disk under temperature rise and transmitted torque, International Journal of Mechanical Sciences, 69(2013), pp. 141-149
  6. Vavourakis V., et al., Assessment of remeshing and remapping strategies for large deformation elastoplastic finite element analysis, Computers and Structures, 114-115(2013), pp. 133-146
  7. Belhocine A., Bouchetara M., Simulation of fully coupled thermo mechanical analysis of disc brake rotor, Wseas Transactions on Applied and Theoretical Mechanics, 7(2012), 3, pp. 169-181
  8. Zhang, C., et al., Steam turbine rotor thermal stress calculation with thermo-structural coupled mode, Journal of Xi'an Jiao Tong University, 48(2014), 4, pp. 68-72
  9. Choi J.H., Lee I., Transient thermo-elastic analysis of disk brakes in frictional contact, Journal of Thermal Stresses, 26(2003), pp. 223-244
  10. Aziz A., Torabi M., Thermal stresses in a hollow cylinder with convective boundary conditions on the inside and outside Surfaces, Journal of Thermal Stresses, 36(2013), pp. 1096-1111
  11. BELHOCINE A., BOUCHETARA M., Thermo-mechanical behavior of dry contacts in disc brake rotor with a grey cast iron composition, Thermal Science, 17(2013), 2, pp. 599-609
  12. Abdullah O.I., et al., Investigation of Thermo-elastic behavior of multidisk clutches, Journal of Tribology, (137)2015, 1, pp. 1-9
  13. Yevtushenko A.A., et al., Numerical analysis of thermal stresses in disk brakes and numerical analysis of thermal stresses in disk brakes and clutches (a review), Numerical Heat Transfer, Part A, 67(2015), pp. 170-188
  14. Śloderbach Z., Pajak J., Analysis of thick-walled elastic-plastic sphere subjected to temperature gradient, Journal of Thermal Stresses, 36(2013), pp. 1077-1095
  15. Ngo V.M., et al., Model for localized failure with thermo-plastic coupling: theoretical formulation and ED-FEM implementation, Computers and Structures, 127 (2013), pp. 2-18
  16. Tchoquessi Diodjo M.R., et al., Computational modeling of quenching step of a coated steel pipe with thermo-elastic, thermo-plastic and thermo-viscoelastic models: impact of masking tape at tube ends, Computational Materials Science, 85(2014), pp. 67-79
  17. Antoni N., Contact separation and failure analysis of a rotating thermo-elastoplasic shrink-fit assembly, Applied Mathematical Modeling, 37(2013), pp. 2352-2363
  18. Brunel F., et al., Prediction of the initial residual stresses in railway wheels induced by manufacturing, Journal of Thermal Stresses, 36 (2013), pp. 37-55
  19. Biot M.A., Thermoelasticity and irreversible thermo-dynamics, Journal Applied Physics, 27(1956), pp. 240-253
  20. Lee J.Y. and Ahn S.Y., Interactive visualization of elastoplastic behavior through stress paths and yield surfaces in finite element analysis, Finite Elements in Analysis and Design, 47(2011), pp. 496-510
  21. Fisk M. and Lundback A., Simulation and validation of repair welding and heat treatment of an alloy 718 plate, Finite Elements in Analysis and Design, 58(2012), pp. 66-73
  22. Hudramovich V. and Hart E., Elastoplastic deformation of non-homogeneous plates, Journal of Engineering Mathematics, 78(2013), pp. 181-197
  23. Li Z.Q., et al, Temperature field and deformation of sandwich structure with aluminum honeycomb cores under thermal loading, Journal of South China University of Technology (Natural Science Edition), 39(2011), 9, pp. 97-102(in Chinese)
  24. JI Z.L., et al, Thermo-plastic finite element analysis for metal honeycomb structure, Thermal Science, 17(2013), 5, pp. 1285-1291

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