摘要

For a spherical inclusion embedded in an infinite polymeric matrix, the Goodier Model, combined with thermal stress contribution, is applied to establish the stress/strain fields around a spherical particle in different particle/matrix combinations, including TiO2, alumina, silica, steel, polystyrene, and polyvinyl butyral particles embedded in a range of polymeric matrices. This approach provides the basis for examining the effects of different parameters such as Young%26apos;s modulus and Poisson%26apos;s ratio of the particle and matrix, and the thermal history of samples on the failure-initiation criteria. An explanation is provided for divergent results obtained for very soft and elastic particles.

  • 出版日期2012-10-15