A fundamental solution for the harmonic vibration of laminated composite plates with coupled dynamic bending and quasistatic extension
C. H. Daros
ARTIGO
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We obtain here a new fundamental solution for the harmonic vibration of asymmetric, laminated, anisotropic plates. The fundamental solution is derived via the Fourier transform and its final form is given in terms of definite integrals, which are evaluated numerically. Moreover, we present some of...
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We obtain here a new fundamental solution for the harmonic vibration of asymmetric, laminated, anisotropic plates. The fundamental solution is derived via the Fourier transform and its final form is given in terms of definite integrals, which are evaluated numerically. Moreover, we present some of the higher order derivatives of the solution and their explicit spatial singularities, which are necessary for a boundary element method implementation
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A fundamental solution for the harmonic vibration of laminated composite plates with coupled dynamic bending and quasistatic extension
C. H. Daros
A fundamental solution for the harmonic vibration of laminated composite plates with coupled dynamic bending and quasistatic extension
C. H. Daros
Fontes
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Archive of applied mechanics Vol. 90 (Oct., 2020), p. 2217-2240 |