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A brief survey of research works about vibration damping
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On the response of systems with damping materials modeled using fractional calculus
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(Godoy, L. A., Idelsohn, S. R., Laura, P. A., Mook, D. T. eds.), Santa Fe, Argentina: AAM and AMCA
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Suarez, L. E., Shokooh, A.: On the response of systems with damping materials modeled using fractional calculus. In: Applied mechanics in the Americas, Vol. 2 (Godoy, L. A., Idelsohn, S. R., Laura, P. A., Mook, D. T. eds.), pp. 147-152. Santa Fe, Argentina: AAM and AMCA 1995.
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Application of fractional derivatives to seismic response analysis of base-isolated models
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Koh, C. G., Kelly, J. M.: Application of fractional derivatives to seismic response analysis of base-isolated models. Earthquake Eng., Struct. Dyn. 19, 229-241 (1990).
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Temperature effect of viscoelastic dampers during earthquake
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Damping of beam vibrations by means of a thin constrained viscoelastic layer: Evaluation of a new theory
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Mace, M.: Damping of beam vibrations by means of a thin constrained viscoelastic layer: evaluation of a new theory. J. Sound Vib. 172, 577-591 (1994).
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Equilibrium of an elastic medium with aftereffect
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Rabotnov, Yu. N.: Equilibrium of an elastic medium with aftereffect. Prikl. Matem. Mekh. 12, 53-62 (1948) [in Russian].
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Asymptotic expansion of an exponential function of fractional order
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About one feature of the order of a special operator and its application to the dynamic problem solution
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(Rabotnov, Yu. N., Malinin, N. I., eds.), Novosibirsk: USSR Academy of Sciences [in Russian]
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Rozovsky, M. I.: About one feature of the order of a special operator and its application to the dynamic problem solution. In: Creep and endurance limit (Rabotnov, Yu. N., Malinin, N. I., eds.), pp. 128-133. Novosibirsk: USSR Academy of Sciences 1963 [in Russian].
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Rozovsky, M.I.1
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To the description of internal friction in terms of fractional exponential kernels
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in Russian
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Meshkov, S. I, Pachevskaya, G. N., Shermergor, T. D.: To the description of internal friction in terms of fractional exponential kernels. Zh. Prikl. Mekh. Tekh. Fiziki 3, 103-106 (1966) [in Russian].
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Material behaviour under large intensity of the dissipative processes
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in Russian
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Meshkov, S. I, Pachevskaya, G. N., Postnikov, V. S.: Material behaviour under large intensity of the dissipative processes. Fizika Khim. Obrab. Material. 2, 135-137 (1967) [in Russian].
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Fractional calculus - A different approach to the analysis of viscoelastically damped structures
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Bagley, R. L., Torvik, P. J.: Fractional calculus - a different approach to the analysis of viscoelastically damped structures. AIAA J. 21, 741-748 (1983).
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A theoretical basis for the application of fractional calculus to viscoelasticity
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Bagley, R. L., Torvik, P. J.: A theoretical basis for the application of fractional calculus to viscoelasticity. J. Rheol. 27, 201-210 (1983).
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Applications of fractional calculus to the theory of viscoelasticity
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Koeller, R. C.: Applications of fractional calculus to the theory of viscoelasticity. J. Appl. Mech. 51, 299-307 (1984).
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Polynomial operators, Stieltjes convolution, and fractional calculus in hereditary mechanics
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Koeller, R. C.: Polynomial operators, Stieltjes convolution, and fractional calculus in hereditary mechanics. Acta Mech. 58, 251-264 (1986).
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Koeller, R.C.1
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Damped vibrations of hereditary-elastic systems with weakly singular kernels
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Zelenev, V. M., Meshkov, S. I., Rossikhin, Yu. A.: Damped vibrations of hereditary-elastic systems with weakly singular kernels. J. Appl. Mech. Techn. Phys. 11, 290-293 (1972).
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Singular kernels of heredity and relaxation and retardation spectra
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in Russian
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Darinsky, B. M., Meshkov, S. I.: Singular kernels of heredity and relaxation and retardation spectra. Izv. AN SSSR. Mekh. Tverdogo Tela 3, 134-140 (1969) [in Russian].
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Dispersion and absorption in dielectrics
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Cole, K. S., Cole, R. H.: Dispersion and absorption in dielectrics. J. Chem. Phys. 9, 341-351 (1941).
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3242829752
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Temperature dependence of internal friction of a standard linear solid under intensive damping
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in Russian
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Meshkov, S. I., Postnikov, V. S., Shermergor, T. D.: Temperature dependence of internal friction of a standard linear solid under intensive damping. Izv. AN SSSR. Mekh. Mashin. 3, 90-95 (1964) [in Russian].
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About temperature dependence of damping coefficients
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in Russian
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Meshkov, S. I., Shermergor, T. D.: About temperature dependence of damping coefficients. Izv. AN SSSR. Mekhanika 5, 103-106 (1965) [in Russian].
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