Thermoelastic waves in a fractional-order initially stressed micropolar diffusive porous medium  

作　　者：Anand Kumar Yadav 

机构地区：[1]Shishu Niketan Model Senior Secondary School,Sector 22-D,Chandigarh,India

出　　处：《Journal of Ocean Engineering and Science》2021年第4期376-388,共13页海洋工程与科学（英文）

摘　　要：The research article is the analysis of wave propagation in an initially stressed micropolar fractional-order derivative thermoelastic diffusion medium with voids.The governing equations in the context of generalized fractional-order derivative thermo-elasticity are formulated and the velocity equations are obtained.The plane wave solution of these equations indicates the existence of six plane waves,namely coupled longitudinal displacement(cL),coupled thermal(cT),coupled mass diffusion(cMD),coupled longitudinal void volume fraction(cV),coupled transverse displacement(cT D),and coupled transverse micro-rotational(cT M)waves.The sets of coupled waves(cL),(cT),(cMD)and(cV)are found to be dis-persive,attenuating and influenced by the presence of thermal,diffusion and voids parameters in the medium.The speeds of coupled transverse displacement(cT D),and coupled transverse micro-rotational(cT M)waves are not affected by thermal,diffusion and void parameters.The speeds of the plane waves,cL,cT,cMD,and cV are computed for a particular material and plotted against the thermal parameter,fre-quency,initial stress,diffusion and void parameters.

关 键 词：MICROPOLAR THERMODIFFUSION Void Fractional-order thermoelasticity Initial stress PLANE-WAVE 

分 类 号：O17[理学—数学]