ON THE EQUILIBRIUM OF STRATIFIED VISCOELASTIC PLASMA WITH QUANTUM PRESSURE AND SUSPENDED PARTICLES SATURATING POROUS MEDIUM

IF 0.5 Q4 ENGINEERING, MULTIDISCIPLINARY Journal of the Serbian Society for Computational Mechanics Pub Date : 2022-11-01 DOI:10.24874/jsscm.2022.16.01.02
A. Thakur, Veena Sharma, Gian. C. Rana
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Abstract

Stability of stratified incompressible viscoelastic plasma arranged in horizontal strata with quantum pressure and dust particles saturated by a porous medium is investigated. The rheology of the plasma is described by the Walters (model B). The set of non-linear partial differential equations defining the physical system are reduced to linear ordinary differential equations by using the perturbation method, linear theory and normal mode technique. The density, viscosity, viscoelasticity and quantum pressure are assumed to stratify exponentially along the vertical, to obtain exact solutions satisfying the physical boundary conditions and the dispersion relation. The values of growth rate of the unstable perturbed modes are computed numerically to investigate roles that the various variables play on the stability on the considered physical system and are shown graphically. It is observed that the suspended dust particles density and relaxation time factor have a destabilizing effect on the system; whereas viscoelasticity in the presence of suspended dust particles lead to more damping in the frequency of perturbed waves. This work finds applications in diverse fields viz. modern technology, industries, astrophysics, petroleum oil additives, equipment of aero planes etc.
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层状粘弹性等离子体在量子压力和悬浮粒子饱和多孔介质下的平衡
研究了层状不可压缩粘弹性等离子体在有量子压力和被多孔介质饱和的尘埃颗粒的水平地层中的稳定性。等离子体的流变性用Walters(模型B)来描述。利用微扰法、线性理论和正态模态技术,将定义物理系统的非线性偏微分方程简化为线性常微分方程。假设密度、粘度、粘弹性和量子压力沿垂直方向呈指数级分层,以获得满足物理边界条件和色散关系的精确解。数值计算了不稳定扰动模态的增长率值,以研究各种变量对所考虑的物理系统的稳定性所起的作用,并用图形表示。观察到,悬浮粉尘粒子密度和松弛时间因子对系统有不稳定作用;而悬浮尘埃粒子存在时的粘弹性导致扰动波频率的更多阻尼。这项工作在现代技术、工业、天体物理、石油添加剂、航空飞机设备等各个领域都有应用。
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