有限记忆热弹性Bresse系统的一般衰减估计

Pub Date : 2022-07-25 DOI:10.21136/AM.2022.0224-20
Cyril Dennis Enyi, Soh Edwin Mukiawa
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引用次数: 0

摘要

本文考虑了一个Bresse系统,该系统对垂直位移具有粘弹性阻尼,对剪切角位移具有热传导效应。得到了松弛函数在最小条件下的一般稳定性结果。据我们所知,所调查的系统是新的,以前从未在文献中进行过研究。更有趣的是,与文献中的通常做法相比,我们的结果在没有施加等速度波传播条件和系统方程微分的情况下成立。
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A General Decay Estimate for a Finite Memory Thermoelastic Bresse System

This work considers a Bresse system with viscoelastic damping on the vertical displacement and heat conduction effect on the shear angle displacement. A general stability result with minimal condition on the relaxation function is obtained. The system under investigation, to the best of our knowledge, is new and has not been studied before in the literature. What is more interesting is the fact that our result holds without the imposition of the equal speed of wave propagation condition, and differentiation of the equations of the system, as against the usual practice in the literature.

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