Longitudinal vibrations of a composite isotropic plate

Gofman, M. N.; Kosmodamianskii, A. S.; Кравцов, А. М.

doi:10.1007/bf01097686

J Math Sci

1992

DOI: 10.1007/bf01097686

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Longitudinal vibrations of a composite isotropic plate

M. N. Gofman¹,

A. S. Kosmodamianskii²,

А. М. Кравцов³

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1995

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“…In the ease of the axisymmetric probleni the zeroth approximation to the solution is obtained by analogy with [2] and has the form Uo = (Ado + Bbo)z.…”

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confidence: 99%

Steady longitudinal vibrations of inhomogeneous compound plates

Gofman¹

1995

J Math Sci

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We consider a compound plate whose cross section consists of annuli S i (j = 1, l) bounded by the circles L,, (rn = 0, l). The regions S i are made of different materials whose shear moduli G and Poisson coefficients v depend on the coordinates: G = Gog(z, 2), v = v(z, 2). They are welded or glued together along corresponding surfaces without any'preliminary interference. The plate is loaded over the outer and inner contours by a longitudinal load of intensity p pulsing with frequency w.In

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“…In the ease of the axisymmetric probleni the zeroth approximation to the solution is obtained by analogy with [2] and has the form Uo = (Ado + Bbo)z.…”

mentioning

confidence: 99%

Steady longitudinal vibrations of inhomogeneous compound plates

Gofman¹

1995

J Math Sci

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Longitudinal vibrations of a composite isotropic plate

Cited by 1 publication

References 0 publications

Steady longitudinal vibrations of inhomogeneous compound plates

Steady longitudinal vibrations of inhomogeneous compound plates

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