Plane dilatational and shear waves in a chiral porous thermoelastic medium under strain gradient theory

IF 4 3区 工程技术 Q1 MATHEMATICS, INTERDISCIPLINARY APPLICATIONS International Journal of Numerical Methods for Heat & Fluid Flow Pub Date : 2024-10-11 DOI:10.1108/hff-06-2024-0453
Aakash Kumar, Suraj Goyal
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Abstract

Purpose

This study aims to investigate time-harmonic wave propagation in a chiral porous thermoelastic solid under strain gradient theory (SGT), focusing on identifying and characterizing distinct wave modes within the medium.

Design/methodology/approach

Using Iesan's gradient theory, which incorporates chiral effects and accommodates second sound phenomena, the authors derive mathematical formulations for the velocities and attenuations of eight propagating waves: four dilatational waves and two pairs of coupled shear waves (one left circularly polarized, the other right). Numerical simulations are performed for a specific model, exploring the influence of various parameters on wave propagation.

Findings

The authors establish that the medium supports four dilatational waves, including a microstretch-associated wave, and four shear waves, distinguished by their chiral-induced characteristics. The results highlight the frequency-dependent dispersive nature of all propagating waves and establish connections with existing theoretical frameworks, demonstrating the broader applicability of our findings.

Practical implications

The characteristics of wave propagation in chiral media examined here can enhance our understanding of chiral medium behavior. This knowledge is crucial for developing materials with pronounced chiral effects, surpassing those found in natural chiral materials like bone, quartz, sugar and wood. Advances in artificial chiral materials are driven by their superior toughness, durability and other beneficial properties. Consequently, this study has potential applications across various fields, including the design of chiral broadband absorbers and filters, the production of artificial bones and medical devices, aeronautical engineering and beyond.

Originality/value

This research extends existing theories and deepens the understanding by exploring wave behaviors in chiral media, advancing this emerging field.

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应变梯度理论下手性多孔热弹性介质中的平面扩张波和剪切波
目的本研究旨在根据应变梯度理论(SGT)研究时谐波在手性多孔热弹性固体中的传播,重点是识别和描述介质中不同的波模式。设计/方法/途径作者利用 Iesan 的梯度理论(该理论结合了手性效应并考虑了第二声现象),推导出了八种传播波的速度和衰减的数学公式:四种扩张波和两对耦合剪切波(一对为左圆极化波,另一对为右圆极化波)。作者确定介质支持四种扩张波(包括一种微拉伸相关波)和四种剪切波,这四种波具有手性引起的特征。研究结果强调了所有传播波的频率相关性,并与现有理论框架建立了联系,证明了我们的研究结果具有更广泛的适用性。这些知识对于开发具有明显手性效应的材料至关重要,这些材料超越了骨质、石英、糖和木材等天然手性材料。人工手性材料具有卓越的韧性、耐久性和其他有益特性,推动了人工手性材料的发展。因此,这项研究有望应用于各个领域,包括手性宽带吸收器和过滤器的设计、人工骨骼和医疗器械的生产、航空工程等。
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来源期刊
CiteScore
9.50
自引率
11.90%
发文量
100
审稿时长
6-12 weeks
期刊介绍: The main objective of this international journal is to provide applied mathematicians, engineers and scientists engaged in computer-aided design and research in computational heat transfer and fluid dynamics, whether in academic institutions of industry, with timely and accessible information on the development, refinement and application of computer-based numerical techniques for solving problems in heat and fluid flow. - See more at: http://emeraldgrouppublishing.com/products/journals/journals.htm?id=hff#sthash.Kf80GRt8.dpuf
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