论文标题
部分可观测时空混沌系统的无模型预测
Well-posedness of a time-harmonic elasticity problem in a half-strip
论文作者
论文摘要
在本文中，我们确定在半条纹中，在其边界部分和下边界上的无均匀的dirichlet条件和无牵引条件上的时间谐波弹性问题在上限和下限上的无牵引条件时具有独特的薄弱解决方案，当该解决方案以线性结合的形式搜索到即将出现的波浪和一定程度下降的功能的线性组合的形式（在体重降低的功能）中（在体重上均为体重较大的spots Spote sove）。
In this paper we establish that the time-harmonic elasticity problem in a half-strip with non-homogeneous Dirichlet conditions on its boundary section and traction-free conditions on its upper and lower boundaries, has a unique weak solution when this solution is searched under the form of the sum of a linear combination of outgoing waves and an exponentialy decreasing function (in the sense of weighted Sobolev spaces).
