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Eigenfunction Solution for Beam on Elastic Foundation
Journal of Applied Mechanics, 1969A solution for the end problem of a rectangular beam resting on a simple elastic foundation is obtained as a series expansion in the eigenfunctions of the system. For a beam aligned with the ξ-axis, the eigenfunctions are of the form eγξf(y), where γ is one of the complex eigenvalues. The eigenvalue equation is determined by requiring continuity of the
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Elastic Turbulence: An Experimental View on Inertialess Random Flow
Annual Review of Fluid Mechanics, 2021Victor Steinberg
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Elastic Behavior of Composite Materials: Theoretical Foundations
1981Publisher Summary This chapter presents theoretical foundations about elastic behavior of composite materials. A composite material is a heterogeneous solid continuum that bonds together a number of discrete homogeneous continua, each of which has a well-defined sharp boundary.
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Intrinsically elastic polymer ferroelectric by precise slight cross-linking
Science, 2023liang gao, Ben-Lin Hu, Linping Wang
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Helfrich-Hurault elastic instabilities driven by geometrical frustration
Reviews of Modern Physics, 2023Christophe Blanc +2 more
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Nonreciprocity in acoustic and elastic materials
Nature Reviews Materials, 2020Hussein Nassar +2 more
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The elastic properties, elastic models and elastic perspectives of metallic glasses
Progress in Materials Science, 2012Wei Hua Wang
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