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Abstract <p>In this paper, we deal with boundary value problem in two-dimensional medium based on non-local couple stress orthotropic micropolar thermoelastic solid with voids. A traction-free insulated and isothermal boundary of a non-local thermoelastic solid are considered. The governing equations for two-dimensional problem of the medium are obtained as a vector matrix differential equation which are then solved by using eigenvalue approach. The effect of non-local, couple stress and void parameter on the displacements and temperature are computed numerically and presented graphically. Particular cases are also established and compared with the known results.</p>

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Two Dimensional Non-Local Couple Stress Micropolar Thermoelasticity in Orthotropic Medium with Void using Eigen Value Approach

  • 期刊论文

  • 发表日期：

    2025年8月26日

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  • Meenu Rani,
  • Ravinder Kumar Sahrawat,
  • Sonam Rani,
  • Krishan Kumar

摘要

Abstract

In this paper, we deal with boundary value problem in two-dimensional medium based on non-local couple stress orthotropic micropolar thermoelastic solid with voids. A traction-free insulated and isothermal boundary of a non-local thermoelastic solid are considered. The governing equations for two-dimensional problem of the medium are obtained as a vector matrix differential equation which are then solved by using eigenvalue approach. The effect of non-local, couple stress and void parameter on the displacements and temperature are computed numerically and presented graphically. Particular cases are also established and compared with the known results.