Propagation of monochromatic waves in an initially stressed infinite micropolar elastic plate. (English) Zbl 0262.73035


74A35 Polar materials
74J10 Bulk waves in solid mechanics
Full Text: EuDML


[1] V. A. Palmov: Особные уравнения теории несимметричной упругости. Npnkn. mat. n mex., 28 (1964), 401.
[2] W. Nowacki: Propagation of rotation waves in asymmetric elasticity. Bull. Acad. Polon. Sci., Ser. Sci. techn., 16 (1968), 493. · Zbl 0175.51001
[3] S. Kaliski J. Kapelewski C. Rymarz: Surface waves on an optical branch in a continuum with rotational degrees of freedom. Proc. Vibr. Probl., 9 (1964), 107.
[4] W. Nowacki W. K. Nowacki: Propagation of monochromatic waves in an infinite micropolar elastic plate. Bull. Acad. Polon. Sci., Ser. Sci. Techn., 17 (1969), No. 1 (29). · Zbl 0169.27902
[5] A. E. H. Love: A treatise on the mathematical theory of elasticity. Dover Publications, New York, 1927, 109-111, 616-620.
[6] G. Paria: Cauchy theory of initial stress in plane strain and its application to the stress distribution in a semi-infinite strip with initial shear. Indian Journal of Math., Prasad Memorial issue, Vol. 9, No. 1, 1967. · Zbl 0166.43301
[7] A. C. Eringen E. S. Suhubi: lnst. J. Ing., 2 (1964), 189.
[8] A. C. Eringen E. S. Suhubi: lnst. J. Ing., 2 (1964), 389.
[9] H. Lamb: On waves in an elastic plate. Proc. Roy. Soc., 93 (1917), 114. · JFM 46.1232.01
[10] W. M. Eving W. S. Jardetzky F. Press: Elastic waves in layered media. McGraw-Hill, New York, 1958.
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