Scholarlink

<p>This study explores the combined effects of an internal heat source and rotation on a porous solid within the framework of nonlocal thermoelasticity as described by the Moore-Gibson-Thompson theory. By employing a non-dimensional approach, the governing equations were reformulated to highlight the underlying parameters and facilitate a more general analysis of the system. The resulting system of equations was subsequently solved using the normal mode method, yielding analytical expressions that describe the material’s displacement, temperature, and stress components. These solutions were further analyzed numerically using MATLAB, and graphical representations were generated to illustrate the effects of internal heating and rotation on the thermoelastic behavior of the porous medium. The findings reveal significant interactions between thermal and mechanical fields, offering deep insights into the performance and stability of advanced materials under complex loading conditions. This work not only advances the theoretical understanding of nonlocal thermoelasticity in porous solids but also provides practical implications for the design and optimization of engineering systems exposed to similar environmental influences.</p>

错误：搜索内容不能为空，请输入英文关键词
错误：关键词超出字数限制，请精简
高级检索

Impact of internal heat source and rotation on a nonlocal thermoelastic solid with pores via the moore-gibson-thompson framework

  • 期刊论文

  • 出版模式：

    开放获取

  • 发表日期：

    2026年6月22日

查看全文
  • Mohamed I. A. Othman,
  • Samia M. Said,
  • Ebtesam E. M. Eraki,
  • Esraa M. Gamal

摘要

This study explores the combined effects of an internal heat source and rotation on a porous solid within the framework of nonlocal thermoelasticity as described by the Moore-Gibson-Thompson theory. By employing a non-dimensional approach, the governing equations were reformulated to highlight the underlying parameters and facilitate a more general analysis of the system. The resulting system of equations was subsequently solved using the normal mode method, yielding analytical expressions that describe the material’s displacement, temperature, and stress components. These solutions were further analyzed numerically using MATLAB, and graphical representations were generated to illustrate the effects of internal heating and rotation on the thermoelastic behavior of the porous medium. The findings reveal significant interactions between thermal and mechanical fields, offering deep insights into the performance and stability of advanced materials under complex loading conditions. This work not only advances the theoretical understanding of nonlocal thermoelasticity in porous solids but also provides practical implications for the design and optimization of engineering systems exposed to similar environmental influences.