首页> 外文期刊>Journal of the Mechanics and Physics of Solids >Prediction of the large-strain mechanical response of heterogeneous polymer systems: local and global deformation behavior of a representative volume element of voided polycarbonate
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Prediction of the large-strain mechanical response of heterogeneous polymer systems: local and global deformation behavior of a representative volume element of voided polycarbonate

机译:预测非均质聚合物系统的大应变机械响应:空隙聚碳酸酯代表体积元素的局部和整体变形行为

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The mechanical behavior of voided polycarbonate has been predicted by using a detailed finite element model of the microstructure and an accurate elasto-viscoplastic model for the glassy polymeric matrix material. On the microstructure level a spatially periodic plane strain matrix with irregularly distributed voids has been considered. The voids represent low-modulus non-adhering rubbery particles under negative pressure. The constitutive model for the homogeneous parts of the material reflects the typical yield and post-yield behavior of glassy polymers: strain rate and history dependent yield, intrinsic strain softening and subsequent strain hardening. The finite element simulations show that the irregular void distribution causes a radical change in deformation behavior. In particular the macroscopic strain softening disappears. This transformation in macroscopic behavior originates from the arbitrary order in which local shear bands between the randomly distributed voids are formed and subsequently harden. In the averaged overall mechanical response the individual unstable yield and postyield behavior of the local shear bands is evened out, resulting in an overall stable macroscopic deformation behavior. This mechanism is believed to be primarily responsible for the toughness enhancement of heterogeneous polymer systems through the addition of easily cavitating rubbery particles.
机译:通过使用详细的微观结构有限元模型和玻璃态聚合物基体材料的精确弹粘塑性模型,可以预测空隙聚碳酸酯的机械性能。在微观结构水平上,已经考虑了具有不规则分布的空隙的空间周期性平面应变矩阵。空隙代表负压下的低模量,非粘附性橡胶状颗粒。材料均匀部分的本构模型反映了玻璃态聚合物的典型屈服和屈服后行为:应变率和取决于历史的屈服,固有应变软化和随后的应变硬化。有限元模拟表明,不规则的空隙分布会引起变形行为的根本变化。特别是宏观应变软化消失了。宏观行为的这种转变源于任意顺序,在该顺序中,在随机分布的空隙之间形成了局部剪切带,并随后变硬。在平均的总体机械响应中,局部剪切带的单个不稳定屈服和屈服后行为被平均化,从而导致总体稳定的宏观变形行为。据信这种机理主要是通过添加容易空化的橡胶状颗粒来提高非均相聚合物体系的韧性。

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