Bioconvective three-dimensional flow of Sutterby nanoliquid due to moving plate with activation energy applications

Q1 Mathematics Partial Differential Equations in Applied Mathematics Pub Date : 2024-09-01 Epub Date: 2024-08-05 DOI:10.1016/j.padiff.2024.100859
Zubair Hussain , Waqar Azeem Khan , M.Ijaz Khan , M. Irfan , Sherzod Abdullaev , Sami Ullah Khan , M. Waqas
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Abstract

Owing to enhanced features of nanomaterials, various applications of such materials have been suggested in the thermal systems, heat exchanges, electronic cooling systems, coolant processes, energy production etc. Following to such motivated applications, the objective of current analysis is to presents the bioconvective double stratification flow of Sutterby nanofluid due to bidirectional moving surface. The thermal interpretation of problem is subject to utilization of radiative effects, activation energy and heat source. The observations for heat, mass and microorganism's assessment are performed by using the convective boundary conditions. Shooting numerical simulations are performed for modeled problem. It is noticed that heat transfer enhances due to thermal stratification parameter. An increment in mass transfer is subject to larger values of mass stratification Biot number. The claimed results offer significance in controlling the heating and cooling processes, thermal devices, energy generation, manufacturing developments, solar systems etc.

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移动板导致的萨特比纳米液体生物对流三维流动与活化能应用
由于纳米材料具有更强的特性,人们建议在热系统、热交换、电子冷却系统、冷却剂工艺、能源生产等领域应用此类材料。根据这些应用的动机,当前分析的目的是呈现双向移动表面导致的 Sutterby 纳米流体的生物对流双分层流。问题的热学解释需要利用辐射效应、活化能和热源。利用对流边界条件对热量、质量和微生物的评估进行了观测。对模型问题进行了射击数值模拟。结果表明,热分层参数增强了传热。质量分层比奥特数的数值越大,传质量就越大。上述结果对控制加热和冷却过程、热设备、能源生产、制造业发展、太阳能系统等具有重要意义。
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来源期刊
CiteScore
6.20
自引率
0.00%
发文量
138
审稿时长
14 weeks
期刊最新文献
Comment on the paper " E.O. Fatunmbi, F. Mabood, S.O. Salawu, M.A. Obalalu, I.E. Sarris, Partial differential equations in applied mathematics 11 (2024) 100835" Simulation of density-dependence subdiffusion in chemotaxis Nonlinear dynamics of a fuel-price-sensitive traffic flow model with economic and behavioural adaptations Fractional mathematical modeling on monkeypox using the Laplace-Adomian decomposition method On certain surface integrals related to the conormal derivative problem
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