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A multiscale stochastic cellular automata model for dispersion of mountain pine beetles. [PDF]
Liu Y, Estep D.
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Inhomogeneous Magnetic Anisotropy in an Fe<sub>5-<i>x</i></sub>GeTe<sub>2</sub> Nanoflake Observed by Imaging. [PDF]
Ghidini M +13 more
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Key Factors Influencing the Mechanical Properties of Binodal Decomposed Metallic Glass Composites. [PDF]
Wang Y, Zheng G, Li M.
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The wave nature of the action potential. [PDF]
Galinsky VL, Frank LR.
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Elastic inhomogeneous inclusion and inhomogeneity in bimaterials
Proceedings of the Royal Society of London. Series A: Mathematical and Physical Sciences, 1992A method is presented for obtaining the elastic field due to an inhomogeneous inclusion or an inhomogeneity of any shape in two joined semi-infinite isotropic solids (bimaterials) which are either perfectly bonded or in frictionless contact at the planar interface.
Yu, H. Y., Sanday, S. C.
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Mathematics and Mechanics of Solids, 2021
Traditional equivalent inclusion method provides unreliable predictions of the stress concentrations of two spherical inhomogeneities with small separation distance. This paper determines the stress and strain fields of multiple ellipsoidal/elliptical inhomogeneities by equivalent inhomogeneous inclusion method.
Yu, Xiu-Wei, Wang, Zhong-Wei, Wang, Hao
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Traditional equivalent inclusion method provides unreliable predictions of the stress concentrations of two spherical inhomogeneities with small separation distance. This paper determines the stress and strain fields of multiple ellipsoidal/elliptical inhomogeneities by equivalent inhomogeneous inclusion method.
Yu, Xiu-Wei, Wang, Zhong-Wei, Wang, Hao
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Sliding Inclusions and Inhomogeneities With Frictional Interfaces
Journal of Applied Mechanics, 1992Elastic fields due to a sliding inclusion and inhomogeneity with the frictional interface are investigated. The exact solution in closed form is presented for three cases: (i) a spherical inclusion which undergoes constant eigenstrains, (ii) a nondegenerate ellipsoidal inclusion with uniform shear eigenstrains and (iii) a nondegenerate ellipsoidal ...
Furuhashi, R., Huang, Jin H., Mura, T.
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Anisotropic coupled-field inclusion and inhomogeneity problems
Philosophical Magazine A, 1998We study the fields in and around inclusions and inhomogeneities in anisotropic solids exhibiting full coupled-field behaviour using Eshelby's pioneering approach. Explicit expressions are obtained for the generalized Eshelby tensors, as are a class of shape-independent relations for the Eshelby tensors.
Jiang Yu Li, Martin L. Dunn
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Treatment of Inhomogeneities/Inclusions
2019The BEM relies on the availability of fundamental solutions of the governing differential equations, which are only available for homogeneous domains. As this would restrict the practical application of the method, we explore here the possibility of considering inhomogeneities.
Gernot Beer +2 more
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