Search Results - Harvey, P.B~
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Dynamic mode-I delamination in composite DCB under impact loads with attunable dynamic effect
Published 2023Get full text
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Rural water supply in Africa: Building blocks for handpump sustainability
Published 2004Get full text
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Mixed-mode partition theories for one-dimensional fracture
Published 2012Get full text
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Mixed-mode partition theories for one-dimensional delamination in laminated composite beams
Published 2012Get full text
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Brittle interfacial cracking between two dissimilar elastic layers: part 2-numerical verification
Published 2015“…A thorough program of 2D finite element method (FEM) simulations is carried out parametrically on a bimaterial double cantilever beam (DCB) model in MSC/NASTRAN. The Young's modulus ratio, the Poisson's ratio, the thickness ratio, and the DCB tip loads are varied over their entire practically useful domains for different values of the crack extension size. …”
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Partition of mixed-mode fractures in 2D elastic orthotropic laminated beams under general loading
Published 2016“…An analytical method for partitioning mixed-mode fractures on rigid interfaces in orthotropic laminated double cantilever beams (DCBs) under through-thickness shear forces, in addition to bending moments and axial forces, is developed by extending recent work by the authors (Harvey et al., 2014). First, two pure through-thickness-shear-force modes (one pure mode I and one pure mode II) are discovered by extending the authors’ mixed-mode partition theory for Timoshenko beams. …”
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Analytical corrections for double-cantilever beam tests
Published 2021Get full text
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Dynamic interfacial fracture with higher-order vibration modes
Published 2019Get full text
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Dynamic interfacial fracture of a double cantilever beam
Published 2018Get full text
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Mixed mode partition theories for double cantilever beam with rigid and non-rigid interfaces
Published 2014“…Most of the confusion is cleared up. Based on Wang-Harvey's mixed mode partition theories for straight DCB, two sets of pure modes are successfully and clearly proven by analytical derivations for curved DCB with rigid interface. …”
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