Heat transport and entropy generation in bioconvective sutterby nanofluid flow with gyrotactic microorganisms and chemical reaction

IF 3 3区 工程技术 Q2 CHEMISTRY, ANALYTICAL
Mujeeb ur Rahman, Fazal Haq, Hassan Ali Ghazwani, Mofareh Hassan Ghazwani, Ali Alnujaie
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引用次数: 0

Abstract

The phenomenon of bioconvection in nanofluid flows represents a significant interdisciplinary research area that combines fluid dynamics, biotechnology, and nanotechnology. Understanding the interplay between biological organisms and nanoparticle-laden fluids is crucial for various applications in engineering, medicine, and environmental science. This study aims to scrutinize the production of entropy in bioconvective Sutterby nanomaterial flow over porous rotating disk. Impacts of surface roughness and Lorentz force are considered in relation to momentum. Mathematical expressions for energy and mass concentration are developed accounting Brownian and thermophoretic features of nanoparticles. Effects of thermal radiation and internal fluid friction are further measured in the thermal transport equation. Boundary layer norms are considered throughout modeling. PDEs demonstrating the flow are altered into ODEs via transformations. The numerical scheme Runge–Kutta-Fehlberg(RKF-45) is implemented via NDSolve code in Mathematica. The impacts of dominant parameters of flow on velocity, motile density, concentration, temperature, Bejan number, and irreversibility are deliberated. Physical quantities are studied numerically through tables. Results reveal that for larger magnetic and surface porosity variables velocity diminishes. The thermal field escalates for greater magnetic variable while it declines for higher Prandtl number. Entropy enhances for up surging values of radiation, diffusion, and Brinkman variables.

纳米流体与回旋式微生物流动及化学反应对生物对流效应的热传递和熵生成
纳米流体流动中的生物对流现象代表了流体动力学、生物技术和纳米技术相结合的重要跨学科研究领域。了解生物有机体和纳米颗粒负载流体之间的相互作用对于工程、医学和环境科学的各种应用至关重要。本研究旨在探讨生物对流萨特比纳米材料在多孔旋转圆盘上的熵的产生。考虑了表面粗糙度和洛伦兹力与动量的关系。根据纳米粒子的布朗特性和热泳特性,建立了能量和质量浓度的数学表达式。在热传递方程中进一步测量了热辐射和内部流体摩擦的影响。整个建模过程都考虑了边界层规范。通过转换将演示流的pde更改为ode。数值格式Runge-Kutta-Fehlberg (RKF-45)通过NDSolve代码在Mathematica中实现。讨论了流动的主要参数对流速、运动密度、浓度、温度、贝使数和不可逆性的影响。物理量是通过表格用数字来研究的。结果表明,当磁性和表面孔隙度变量较大时,速度减小。磁变量越大,热场越强;普朗特数越大,热场越弱。熵随着辐射、扩散和布林克曼变量值的上升而增强。
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来源期刊
CiteScore
8.50
自引率
9.10%
发文量
577
审稿时长
3.8 months
期刊介绍: Journal of Thermal Analysis and Calorimetry is a fully peer reviewed journal publishing high quality papers covering all aspects of thermal analysis, calorimetry, and experimental thermodynamics. The journal publishes regular and special issues in twelve issues every year. The following types of papers are published: Original Research Papers, Short Communications, Reviews, Modern Instruments, Events and Book reviews. The subjects covered are: thermogravimetry, derivative thermogravimetry, differential thermal analysis, thermodilatometry, differential scanning calorimetry of all types, non-scanning calorimetry of all types, thermometry, evolved gas analysis, thermomechanical analysis, emanation thermal analysis, thermal conductivity, multiple techniques, and miscellaneous thermal methods (including the combination of the thermal method with various instrumental techniques), theory and instrumentation for thermal analysis and calorimetry.
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