Michael James Taylor
Affiliations: | Santa Clara University, Santa Clara, CA, United States |
Area:
nonlinear elasticity, computing, peridynamics, membranes, shellsGoogle:
"Michael Taylor"Parents
Sign in to add mentor| David Steigmann | grad student | 2008 | UC Berkeley | |
| (Numerical simulation of thermo -elasticity, inelasticity and rupture in membrane theory.) | ||||
| Katia Bertoldi | post-doc | Harvard University School of Engineering and Applied Sciences | ||
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Publications
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| Francesconi L, Baldi A, Liang X, et al. (2019) Variable Poisson’s ratio materials for globally stable static and dynamic compression resistance Extreme Mechanics Letters. 26: 1-7 |
| Francesconi L, Taylor M, Bertoldi K, et al. (2017) Static and Modal Analysis of Low Porosity Thin Metallic Auxetic Structures Using Speckle Interferometry and Digital Image Correlation Experimental Mechanics. 58: 283-300 |
| Taylor M, Gözen I, Patel S, et al. (2016) Peridynamic Modeling of Ruptures in Biomembranes. Plos One. 11: e0165947 |
| Taylor M, Steigmann DJ. (2015) A two-dimensional peridynamic model for thin plates Mathematics and Mechanics of Solids. 20: 998-1010 |
| Taylor M, Davidovitch B, Qiu Z, et al. (2015) A comparative analysis of numerical approaches to the mechanics of elastic sheets Journal of the Mechanics and Physics of Solids. 79: 92-107 |
| Qin Z, Taylor M, Hwang M, et al. (2014) Effect of wrinkles on the surface area of graphene: toward the design of nanoelectronics. Nano Letters. 14: 6520-5 |
| Taylor M, Francesconi L, Gerendás M, et al. (2014) Low porosity metallic periodic structures with negative Poisson's ratio. Advanced Materials (Deerfield Beach, Fla.). 26: 2365-70 |
| Taylor M, Bertoldi K, Steigmann DJ. (2014) Spatial resolution of wrinkle patterns in thin elastic sheets at finite strain Journal of the Mechanics and Physics of Solids. 62: 163-180 |
| Taylor M, Steigmann DJ. (2009) Simulation of laminated thermoelastic membranes Journal of Thermal Stresses. 32: 448-476 |
| Taylor M, Steigmann DJ. (2006) Entropie thermoelasticity of thin polymeric films Acta Mechanica. 183: 1-22 |