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Information Journal Paper

Title

NONLINEAR VIBRATION OF ORTHOTROPIC CIRCULAR PLATES WITH STEPWISE VARIABLE THICKNESS

Pages

  119-126

Keywords

Not Registered.

Abstract

 The free and forced nonlinear vibration of the fixed and simply supported, orthotropic annular plates with stepwise are investigated. Assuming harmonic oscillations, and utilization of Ritz-Kantorovich method the time variable is eliminated. Hence, the governing nonlinear partial differential equations for the axisymmetric vibration of annular plate are reduced to a set of ordinary nonlinear differential equations. The finite difference method together with multidimensional Newton Raphson method is used for solution of problem. The initial guesses for starting the solution are obtained from the linear solution of plate. Modes shapes, frequency, bending and membrane stresses for two case of fixed and simply supported are compared. For particular problem, finite difference gives the same results as those of shooting method with less intervals (points) chosen for numerical solutions.

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    APA: Copy

    NAEI, M.H., & GHORBANI-ASL, GH.. (2000). NONLINEAR VIBRATION OF ORTHOTROPIC CIRCULAR PLATES WITH STEPWISE VARIABLE THICKNESS. JOURNAL OF FACULTY OF ENGINEERING (UNIVERSITY OF TEHRAN), 34(2 (68)), 119-126. SID. https://sid.ir/paper/14453/en

    Vancouver: Copy

    NAEI M.H., GHORBANI-ASL GH.. NONLINEAR VIBRATION OF ORTHOTROPIC CIRCULAR PLATES WITH STEPWISE VARIABLE THICKNESS. JOURNAL OF FACULTY OF ENGINEERING (UNIVERSITY OF TEHRAN)[Internet]. 2000;34(2 (68)):119-126. Available from: https://sid.ir/paper/14453/en

    IEEE: Copy

    M.H. NAEI, and GH. GHORBANI-ASL, “NONLINEAR VIBRATION OF ORTHOTROPIC CIRCULAR PLATES WITH STEPWISE VARIABLE THICKNESS,” JOURNAL OF FACULTY OF ENGINEERING (UNIVERSITY OF TEHRAN), vol. 34, no. 2 (68), pp. 119–126, 2000, [Online]. Available: https://sid.ir/paper/14453/en

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