Jamshed Wasim, Eid Mohamed R, Safdar Rabia, Pasha Amjad Ali, Mohamed Isa Siti Suzilliana Putri, Adil Mohammad, Rehman Zulfiqar, Weera Wajaree
Department of Mathematics, Capital University of Science and Technology (CUST), Islamabad, 44000, Pakistan.
Department of Mathematics, Faculty of Science, New Valley University, Al-Kharga, Al-Wadi Al-Gadid, 72511, Egypt.
Sci Rep. 2022 Jul 7;12(1):11484. doi: 10.1038/s41598-022-15685-7.
In solar heating, ventilation, and air conditioning (HVAC), communications are designed to create new 3D mathematical models that address the flow of rotating Sutterby hybrid nanofluids exposed to slippery and expandable seats. The heat transmission investigation included effects such as copper and graphene oxide nanoparticles, as well as thermal radiative fluxing. The activation energy effect was used to investigate mass transfer with fluid concentration. The boundary constraints utilized were Maxwell speed and Smoluchowksi temperature slippage. With the utilization of fitting changes, partial differential equations (PDEs) for impetus, energy, and concentricity can be decreased to ordinary differential equations (ODEs). To address dimensionless ODEs, MATLAB's Keller box numerical technique was employed. Graphene oxide Copper/engine oil (GO-Cu/EO) is taken into consideration to address the performance analysis of the current study. Physical attributes, for example, surface drag coefficient, heat move, and mass exchange are mathematically processed and shown as tables and figures when numerous diverse factors are varied. The temperature field is enhanced by an increase in the volume fraction of copper and graphene oxide nanoparticles, while the mass fraction field is enhanced by an increase in activation energy.
在太阳能供热、通风和空调(HVAC)系统中,通信旨在创建新的三维数学模型,以解决暴露于光滑且可膨胀座面的旋转萨特比混合纳米流体的流动问题。热传递研究包括铜和氧化石墨烯纳米颗粒等效应以及热辐射通量。活化能效应用于研究流体浓度下的传质。所采用的边界约束条件为麦克斯韦速度和斯莫卢霍夫斯基温度滑移。通过利用拟合变化,动量、能量和浓度的偏微分方程(PDEs)可简化为常微分方程(ODEs)。为求解无量纲ODEs,采用了MATLAB的凯勒盒数值技术。考虑氧化石墨烯铜/发动机油(GO-Cu/EO)来进行当前研究的性能分析。当改变众多不同因素时,对诸如表面阻力系数、热传递和质量交换等物理属性进行数学处理,并以表格和图表形式呈现。铜和氧化石墨烯纳米颗粒的体积分数增加会增强温度场,而活化能增加会增强质量分数场。