Matthew P. Coleman

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Person:531528

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zbMath Open coleman.matthew-pMaRDI QIDQ531528

List of research outcomes

PublicationDate of PublicationType
Asymptotic analysis of the vibration spectrum of coupled Timoshenko beams with a dissipative joint2021-06-21Paper
An asymptotic and numerical analysis of the vibration spectrum of two Timoshenko beams coupled by general linear dissipative joints2018-08-15Paper
The vibration spectrum of two Euler-Bernoulli beams coupled via a dissipative joint2016-12-19Paper
https://portal.mardi4nfdi.de/entity/Q28435032013-08-23Paper
A perturbation approach for the eigenfrequency analysis of separable Kirchhoff thin-plate problems on a rectangle2012-07-28Paper
BOUNDARY STABILIZATION OF DONNELL'S SHALLOW CIRCULAR CYLINDRICAL SHELL2012-04-16Paper
IMPROVING LOW ORDER EIGENFREQUENCY ESTIMATES DERIVED FROM THE WAVE PROPAGATION METHOD FOR AN EULER–BERNOULLI BEAM2012-04-02Paper
The fundamental solution for shallow circular cylindrical shells. I: Derivations2011-04-29Paper
The fundamental solution for shallow circular cylindrical shells. II: Numerical computation and software2011-04-29Paper
https://portal.mardi4nfdi.de/entity/Q48279472004-11-24Paper
Analysis of vibration by the wave propagation method and Bolotin's method for a rectangular thin plate with at least one side roller-supported2001-08-27Paper
https://portal.mardi4nfdi.de/entity/Q42605741999-09-19Paper
Some corner effects on the loss of selfadjointness and the non-excitation of vibration for thin plates and shells1998-09-07Paper
https://portal.mardi4nfdi.de/entity/Q42731631994-01-04Paper
Analysis of vibration spectrum of a Timoshenko beam with boundary damping by the wave method1993-09-16Paper
The equivalence between the wave propagation method and Bolotin's method in the asymptotic estimation of eigenfrequencies of a rectangular plate1993-04-01Paper
Analysis of Vibration Eigenfrequencies of a Thin Plate by the Keller-Rubinow Wave Method I: Clamped Boundary Conditions with Rectangular or Circular Geometry1991-01-01Paper
Analysis, Designs, and Behavior of Dissipative Joints for Coupled Beams1989-01-01Paper
Pointwise Stabilization in the Middle of the Span for Second Order Systems, Nonuniform and Uniform Exponential Decay of Solutions1987-01-01Paper

Research outcomes over time


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