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首页> 外文期刊>Moscow University Computational Mathematics and Cybernetics >Observability Inequality for a Wave Equation with Elastic Fastening in the Case of Critical Time Interval
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Observability Inequality for a Wave Equation with Elastic Fastening in the Case of Critical Time Interval

机译:临界时间间隔情况下具有弹性紧固的波动方程的可观测性不等式

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摘要

Problems with one-sided boundary controls of three basic types and homogeneous boundary third conditions on uncontrollable ends are considered for a wave equation in classes of strong generalized solutions in time intervals of strict critical length. New constructive observability inequalities are obtained for dual problems in adjoint classes of weak generalized solutions.
机译:在严格的临界长度的时间间隔内,针对一类波动方程,在强广义解的类别中考虑了三种基本类型的单面边界控制和均等边界第三条件在不可控端的问题。对于伴随类的广义广义解的对偶问题,获得了新的构造性可观测性不等式。

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