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About the solvability of initial-boundary value problems for a viscoelastic model with memory

机译:关于粘弹性模型的初值 - 边界值问题的可解性

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摘要

The solvability of two initial-boundary value problems for equations a viscoelastic media with memory motion are considered in this paper. In the autonomous case and under additional conditions on some parameters of the problem the existence attractors for one of this problem is given. Corresponding model of a viscoelastic media with memory motion is a consequence of the Jeffreys-Oldroyd model.
机译:在本文中考虑了一系列初始边界值问题的两个初始边界值问题的粘弹性介质。在自治案例中,在问题的一些参数的额外条件下,给出了其中一个问题的存在引用。具有存储器运动的粘弹性介质的相应模型是Jeffreys-Ordroyd模型的结果。

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