Диссертация (Разработка метода расчета сопротивления качению и теплообразования в массивных шинах при стационарных режимах движения), страница 23
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Файл "Диссертация" внутри архива находится в папке "Разработка метода расчета сопротивления качению и теплообразования в массивных шинах при стационарных режимах движения". PDF-файл из архива "Разработка метода расчета сопротивления качению и теплообразования в массивных шинах при стационарных режимах движения", который расположен в категории "". Всё это находится в предмете "технические науки" из Аспирантура и докторантура, которые можно найти в файловом архиве МГТУ им. Н.Э.Баумана. Не смотря на прямую связь этого архива с МГТУ им. Н.Э.Баумана, его также можно найти и в других разделах. , а ещё этот архив представляет собой кандидатскую диссертацию, поэтому ещё представлен в разделе всех диссертаций на соискание учёной степени кандидата технических наук.
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Расчет, конструирование, технология, испытания .Т. 26. Москва : ЦНИИТЭнефтехим,1990. С. 104—112.15932. On the numerical analysis of the wheel-rail system in rolling / S. Damme[et al.] // System dynamics and long-term behaviour of railway vehicles,track and subgrade / ed. by K. Popp ; ed.
by W. Schiehlen. Verlag BerlinHeidelberg GmbH : Springer, 2003. Pp. 155–174. (Lecture notes in appliedmechanics, vol. 6).33. A finite element method for a class of contact-impact problems / T. J. R.Hughes [et al.] // Computer methods in applied mechanics and engineering.1976. Vol. 8. Pp. 249–276.34. Alias Bin Othman, Gregory M. J. A stress-strain relationship for filled rubber // Journal of natural rubber research.
1990. Vol. 5, issue 2. Pp. 144–155.35. An efficient viscoelastic formulation for steady-state rolling structures / L.Nasdala [et al.] // Computational mechanics. 1998. Vol. 22. Pp. 395–403.36. Anthony R., Caston R., Guth E. Equations of state for natural and syntheticrubber-like materials. I. Unaccelerated natural soft rubber // The journalof physical chemistry. 1942. Vol.
46, issue 8. Pp. 826–840.37. Arruda E. M., Boyce M. C. A three-dimensional constitutive model for thelarge stretch behavior of rubber elastic materials // Journal of the Mechanicsand Physics of Solids. 1993. Vol. 41, no. 2. Pp. 389–412.38. Ashruf C.
M. A. Thin flexible pressure sensors // Sensor review. 2002.Vol. 22, no. 4. Pp. 322–327.39. Bapat C., Batra R. Finite deformations of a viscoelastic roll cover contactinga rigid plane surface // Communications in applied numerical methods.1985. Vol. 1. Pp. 169–176.40. Bapat C., Batra R. Finite plane strain deformations of nonlinear viscoelastic rubber-covered rolls // International journal for numerical methods inengineering.
1984. Vol. 20. Pp. 1911–1927.41. Bass J. M. Three-dimensional finite deformation, rolling contact of a hyperelastic cylinder: formulation of the problem and computational results //Computers and structures. 1987. Vol. 26, no. 6. Pp. 991–1004.16042. Batra R. C., Levinson M., Betz E. Rubber covered rolls – the thermoviscoelastic problem. A finite element solution // International journal fornumerical methods in engineering. 1976.
Vol. 10. Pp. 767–785.43. Batra R. C., Levinson M., Hahn H. T. Extension of an energy theorem ofBarenblatt to steady state elastodynamics and its application to a problem ofrolling contact: CEEM Report No. 73-8 / McMaster University. Hamilton,Ontario, Canada, 1973.44. Batra R. Quasistatic indentation of a rubber-covered roll by a rigid roll //International journal for numerical methods in engineering. 1981. Vol.
17.Pp. 1823–1833.45. Batra R. Rubber covered rolls – the nonlinear elastic problem // Transactions of the ASME. Journal of Applied Mechanics. 1980. Vol. 47. Pp. 82–86.46. Behnke R., Kaliske M. Thermo-mechanically coupled investigation of steadystate rolling tires by numerical simulation and experiment // Internationaljournal of non-linear mechanics. 2015. Vol. 68. Pp. 101–131.47. Bergström J. S., Boyce M. C. Constitutive modeling of the large strain timedependent behavior of elastomers // Journal of the mechanics and physicsof solids. 1998. Vol.
46. Pp. 931–954.48. Bergström J. S., Boyce M. C. Constitutive Modeling of the Time-Dependentand Cyclic Loading of Elastomers and Application to Soft Tissues // Mechanics of materials. 2001. Vol. 33. Pp. 523–530.49. Bergström J. S., Boyce M. C. Large strain time-dependent behavior of filledelastomers // Mechanics of materials. 2000. Vol. 32. Pp. 627–644.50.
Bergström J. S., Boyce M. C. Mechanical behavior of particle filled elastomers // Rubber chemistry and technology. 1999. Vol. 72. Pp. 633–656.51. Boltzmann L. Zur theorie der elastischen nachwirkung // Annalen der physikund chemie. 1878. Jg. 5. S. 430–432.52. Boyce M. C., Weber G. G., Parks D. M. On the kinematics of finite strainplasticity // Journal of the mechanics and physics of solids.
1989. Vol. 37,issue 5. Pp. 647–665.16153. Brinkmeier M., Nackenhorst U., Ziefle M. Modern approaches in rollingcontact // Computational contact mechanics / ed. by P. Wriggers ; ed. byT. A. Laursen. Austria : Springer Verlag GmbH, 2010. Pp. 83–128. (CISMInternational Centre for Mechanical Sciences, vol. 498).54. Christensen R. M. A nonlinear theory of viscoelasticity for application toelastomers // Transactions of the ASME.
Journal of Applied Mechanics.1980. Vol. 47, issue 4. Pp. 762–768.55. Clark S. K. Rolling resistance forces in pneumatic tires: Interim report. U.S.departament of transportation. Office of the secretary. Office of universityresearch. Washington, D. C. 20590, 1976. 35 pp. . DOT-TST-76-74. URL:http://trid.trb.org/view.aspx?id=47649.56. Coleman B. D., Gurtin M. E. Thermodynamics with internal state variables // The journal of chemical physics. 1967. Vol. 47.
Pp. 597–613.57. Coleman B. D., Noll W. The thermodynamics of elastic materials with heatconduction and viscosity // Archive for rational mechanics and analysis.1963. Vol. 13, issue 1. Pp. 167–178.58. Dal H., Kaliske M. Bergström–Boyce model for nonlinear finite rubberviscoelasticity: theoretical aspects and algorithmic treatment for the FEmethod // Computational mechanics. 2009. Vol. 44, no. 6.
Pp. 809–823.59. Edwards S., Vilgis T. The effect of entanglements in rubber elasticity //Polymer. 1986. Vol. 27, no. 4. Pp. 483–492.60. Elasticity of entangled networks / R. Ball [et al.] // Polymer. 1981. Vol. 22,no. 8. Pp. 1010–1018.61. Elliott D.
R., Lippmann S. A. The thermodynamics of rubber at smallextensions // Journal on applied physics. 1945. Vol. 16. Pp. 50–54.62. Erman B., Flory P. J. Theory of strain birefringence of amorphous polymernetworks // Macromolecules. 1983. Vol. 16, no. 10. Pp. 1601–1606.63. Flory P. J. Molecular theory of rubber elasticity // Polymer. 1979. Vol. 20,no. 11. Pp. 1317–1320. Jabtonna conference on polymer networks.64. Flory P.
J. Molecular theory of rubber elasticity // Polymer journal. 1985.Vol. 17, issue 1. Pp. 1–12.16265. Flory P. J. Network topology and the theory of rubber elasticity // Britishpolymer journal. 1985. Vol. 17, no. 2. Pp. 96–102.66. Flory P. J. Principles of polymer chemistry . Cornell University Press, 1953.672 pp.67. Flory P. J.
Theory of elasticity of polymer networks. The effect of localconstraints on junctions // The Journal of Chemical Physics. 1977. Vol. 66,no. 12. Pp. 5720–5729.68. Flory P. J. Thermodynamic relations for high elastic materials // Transactions of the Faraday society. 1961. Vol. 57. Pp. 829–838.69. Flory P. J., Hoeve C.
A. J., Ciferri A. Influence of bond angle restrictionson polymer elasticity // Journal of polymer science. 1959. Vol. 34. Pp. 337–347.70. Flory P. J., Rehner J. J. Statistical mechanics of cross-linked polymer networks. I. Rubberlike Elasticity // The journal of chemical physics. 1943.Vol.
11, no. 11. Pp. 512–520.71. Gaylord R. J. The confined chain approach to the deformation behavior ofbulk polymers // Polymer engineering and science. 1979. Vol. 19, no. 14.Pp. 955–965.72. Gaylord R. J. The constant volume tube model of rubber elasticity // Polymer Bulletin. 1982. Vol.
8, 7-8. Pp. 325–329.73. Gaylord R. J. The equilibrium and non-equilibrium elastic behavior of crosslinked polymer networks // Polymer Bulletin. 1983. Vol. 9, 4-5. Pp. 181–185.74. Gee G. The interaction between rubber and liquids. IX. The elastic behaviour of dry and swollen rubbers // Transactions of the faraday society.1946. Vol. 42. Pp. 585–598.75. Gottlieb M., Gaylord R. J.
Experimental tests of entanglement models ofrubber elasticity: 1. Uniaxial extension-compression // Polymer. 1983. Vol.24, no. 12. Pp. 1644–1646.76. Green M. S., Tobolsky A. V. A new approach to the theory of relaxingpolymeric media // The journal to the theory of relaxing polymeric media.1946. Vol. 14, no. 2. Pp. 80–92.16377. Gregory M. J. The stress–strain behavior of filled rubbers at moderatestrains // plastics and rubber: materials and applications. 1979. Vol. 4.Pp. 184–188.78. Gumbrell S. M., Mullins L., Rivlin R. S. Departures of the elastic behaviourof rubbers in simple extension from the kinetic theory // Transactions ofthe Faraday society.
1953. Vol. 49. Pp. 1495–1505.79. Guth E., James H. M., Mark H. The kinetic theory of rubber elasticity //Advances in colloid science. 1946. Vol. 2. Pp. 253–298.80. Guth E., Mark H. Zur innermolekularen, Statistik, insbesondere bei Kettenmolekiilen I // Monatshefte für Chemie und verwandte Teile andererWissenschaften. 1934. Jg. 65, Ausg. 1. S. 93–121.81. Haller W. Molekülgestalt und solvatation // Kolloid zeitschrift. 1931.
Jg.56. S. 257–267.82. Heinrich G., Kaliske M. Theoretical and numerical formulation of a molecular based constitutive tube-model of rubber elasticity // Computationaland theoretical polymer science. 1997. Vol. 7, 3–4. Pp. 227–241.83. Heinrich G., Straube E.the tube-like topologicalcentrated solutions. I.1983. Vol. 34, no. 9. Pp.On the strength and deformation dependence ofconstraints of polymer networks, melts and conThe polymer network case // Acta Polymerica.589–594.84.
Heinrich G., Straube E. On the strength and deformation dependence ofthe tube-like topological constraints of polymer networks, melts and concentrated solutions. II. Polymer melts and concentrated solutions // ActaPolymerica. 1984. Vol. 35, no. 2. Pp. 115–119.85. Heinrich G., Straube E., Helmis G. Statistical-mechanical theory of thedeformation dependence of topological constraints in polymer networks //Polymer bulletin. 1980.