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Negative Poisson's ratio in graphene oxide
Nanoscale, 2017We perform molecular dynamics simulations to investigate the Poisson's ratio of graphene oxide. We find that the Poisson's ratio can be effectively tuned by increasing the degree of oxidation of graphene oxide. More specifically, the Poisson's ratio decreases linearly from positive to negative with increasing oxidation, turning negative at room ...
Jing Wan, Jin-Wu Jiang, Harold S. Park
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Poisson's ratio for piezoceramics
10th International Conference on European Frequency and Time, 1996Poisson's ratios, with respect to rotated coordinate axes, for hexagonal materials, and particularly, poled ferroelectric ceramics, have been obtained. Formulae are given for ceramics of arbitrary orientation and electrical immittance boundary conditions. A number of simple cases are obtained for open-circuit boundary conditions.
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Dynamic Poisson ratio analysis
2011The dynamic Poisson ratio is a complex calculation parameter mainly considering the standard existing equipment in some Geotechnical laboratories. Nevertheless, this dynamic property can be easily calculated through a simple relationship – based on the theory of elasticity – between the propagation velocities of two distinct elastic
Amaral M.F. +3 more
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The Leading Edge, 2003
It remains disturbing that AVO analysts still cling to the term Poisson's ratio (see e.g., Dutta, TLE February 2002).
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It remains disturbing that AVO analysts still cling to the term Poisson's ratio (see e.g., Dutta, TLE February 2002).
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Poisson's ratio for polycrystals
Journal of Physics and Chemistry of Solids, 1972Abstract Accepted views concerning Poisson's ratio for central-force polycrystals are amended. For pulycrystals the ratio can vary from 1/4, which is actually a lower limit. An upper limit of Poisson's ratio exists also. Both limits can be calculated from single-crystal elastic data.
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Manipulation of Poisson’s Ratio
1999Poisson’s ratio is the ratio of the transverse compressive strain in a material to the applied longitudinal tensile strain. Alternatively, it may be described as related to the principal off-diagonal element of the elastic stiffness matrix. It is a fundamental property that affects most aspects of the mechanical properties of materials including ...
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Measurement of Poisson’s Ratio
1999Poisson’s ratio is defined as $${v_{xy}} = \frac{{ - {\varepsilon _y}}}{{{\varepsilon _x}}}$$ (1)
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Poisson’s Ratio and Incompressibility
Journal of Biomechanical Engineering, 1983openaire +2 more sources

