Mechanics of the rate-dependent elastic¿plastic deformation of glassy polymers from low to high strain rates

By A. Mulliken, Mary C. Boyce. 2006

757 citations recorded by the source corpus.

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

High Strain Rate Mechanics of Polymers: A Review (2016, methodology): “The most recent of these model developments by Mulliken and Boyce [20] provides a three-dimensional temperature, pressure, and rate dependent finite-strain model capable of capturing both the a- and b-transitions.”
Using split Hopkinson pressure bars to perform large strain compression tests on polyurea at low, intermediate and high strain rates (2009, background): “Various authors published experimental results on the strain rate sensitive response of amorphous glassy polymers (e.g. Chou et al. [21], Boyce et al. [22], Walley et al. [23], Cady et al. [24], Siviour et al. [25], Mulliken and Boyce [26], Mulliken et al. [27]), crystalline glassy polymers (e.g. Ch”
Modeling and validation of the large deformation inelastic response of amorphous polymers over a wide range of temperatures and strain rates (2007, methodology): “Concerning the plastic stretching tensor, Dp, a thermodynamic formalism by Parks et al. (1984) suggested a flow rule specified by the applied plastic shear strain rate, _cp: Dp ¼ _cpffiffiffi 2 p s T 0 ð27Þ In Eq.”
Mechanical properties of Epon 826/DEA epoxy (2008, background): “Mulliken and Boyce (2006) further showed how shifting data from dynamic mechanical analysis (DMA) curves can be used to develop the physically based understanding behind a predictive model for high strain rate behavior of polymers.”