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|Title:||Homogenization in integral viscoelasticity|
|Citation:||Journal of Applied Mathematics and Mechanics (ZAMM). Vol 81 S983-S984|
|Abstract:||A multi-phase periodic composite subjected to inhomogeneous shrinkage and mechanical loads including prescribed interface jumps of displacements and tractions is considered. The composite components are anisotropic linear viscoelastic and aging (described by the non-convolution Volterra integral operators). The paper presents some results about asymptotic homogenization and 2-scale convergence in appropriate function spaces.|
|Appears in Collections:||Mathematical Science|
Dept of Mathematics Research Papers
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