{"title":"含有金和银纳米颗粒的电渗透血流通过微通道:驱动微生物的效果","authors":"Debabrata Das, Firoj Ahmed, Rishi Raj Kairi","doi":"10.1016/j.ijheatmasstransfer.2025.127767","DOIUrl":null,"url":null,"abstract":"<div><div>This study examines the impact of bioconvective transport of microorganisms in blood with suspended nanoparticles through a microchannel, relevant to biomedical and microfluidic applications. The Jeffrey non-Newtonian fluid model is utilized to characterize the blood and gold–silver (<span><math><mi>Au − Ag</mi></math></span>) nanoparticles are suspended in it. The aim is to assess how electroosmotic forces, nanoparticles, and fluid rheology affect velocity, temperature, concentration, and microorganism distributions. The model assumes a laminar, incompressible flow of a Jeffrey fluid, influenced by pressure gradient, electroosmosis, and a transverse magnetic field. The electric potential is computed using the Poisson–Boltzmann equation with the Debye–Hückel linearization, valid for low surface potentials. Analytical solutions are obtained for velocity, temperature, concentration fields, and important characteristics such as Nusselt & Sherwood numbers. Due to the nonlinear nature of microorganism distribution, the Matlab bvp4c solver is employed to find the numerical solutions. Results show that higher volume fractions of <span><math><mi>Au − Ag</mi></math></span> nanoparticles enhance temperature, concentration, and microorganism distributions. The ratio of retardation to relaxation time parameter suppresses microorganism distribution. For purely electroosmotic-driven flow, microorganism distribution is profound compared to the presence of pressure. Also, the thermo-diffusion effect shows a clear correlation with the electroosmotic effect. We have observed that increasing the Soret number helps with concentration distribution and makes mass transfer more efficient, and its influence on microorganism transport varies with the electric double layer (EDL) thickness. We have also discovered that boosting the Hartmann number results in more microorganism buildup, all because it alters the flow structure. Even more importantly, a thinner electric double layer and a longer relaxation time greatly increase the volumetric flow rate while keeping the transfer efficiencies high. These outcomes have significant potential across various fields like chemical processing, the development of biochips for drug delivery, and biomedical engineering.</div></div>","PeriodicalId":336,"journal":{"name":"International Journal of Heat and Mass Transfer","volume":"255 ","pages":"Article 127767"},"PeriodicalIF":5.8000,"publicationDate":"2025-09-13","publicationTypes":"Journal Article","fieldsOfStudy":null,"isOpenAccess":false,"openAccessPdf":"","citationCount":"0","resultStr":"{\"title\":\"Electroosmotic blood flow containing gold and silver nanoparticles through a microchannel: Effect of driving microorganisms\",\"authors\":\"Debabrata Das, Firoj Ahmed, Rishi Raj Kairi\",\"doi\":\"10.1016/j.ijheatmasstransfer.2025.127767\",\"DOIUrl\":null,\"url\":null,\"abstract\":\"<div><div>This study examines the impact of bioconvective transport of microorganisms in blood with suspended nanoparticles through a microchannel, relevant to biomedical and microfluidic applications. The Jeffrey non-Newtonian fluid model is utilized to characterize the blood and gold–silver (<span><math><mi>Au − Ag</mi></math></span>) nanoparticles are suspended in it. The aim is to assess how electroosmotic forces, nanoparticles, and fluid rheology affect velocity, temperature, concentration, and microorganism distributions. The model assumes a laminar, incompressible flow of a Jeffrey fluid, influenced by pressure gradient, electroosmosis, and a transverse magnetic field. The electric potential is computed using the Poisson–Boltzmann equation with the Debye–Hückel linearization, valid for low surface potentials. Analytical solutions are obtained for velocity, temperature, concentration fields, and important characteristics such as Nusselt & Sherwood numbers. Due to the nonlinear nature of microorganism distribution, the Matlab bvp4c solver is employed to find the numerical solutions. Results show that higher volume fractions of <span><math><mi>Au − Ag</mi></math></span> nanoparticles enhance temperature, concentration, and microorganism distributions. The ratio of retardation to relaxation time parameter suppresses microorganism distribution. For purely electroosmotic-driven flow, microorganism distribution is profound compared to the presence of pressure. Also, the thermo-diffusion effect shows a clear correlation with the electroosmotic effect. We have observed that increasing the Soret number helps with concentration distribution and makes mass transfer more efficient, and its influence on microorganism transport varies with the electric double layer (EDL) thickness. We have also discovered that boosting the Hartmann number results in more microorganism buildup, all because it alters the flow structure. 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引用次数: 0
摘要
本研究探讨了血液中微生物与悬浮纳米颗粒通过微通道的生物对流运输的影响,与生物医学和微流体应用有关。杰弗里非牛顿流体模型被用来表征血液和金-银(Au - Ag)纳米颗粒悬浮在其中。目的是评估电渗透力、纳米颗粒和流体流变学如何影响速度、温度、浓度和微生物分布。该模型假设杰弗里流体层流不可压缩,受压力梯度、电渗透和横向磁场的影响。电势的计算使用泊松-玻尔兹曼方程和debye - h ckel线性化,适用于低表面电位。得到了速度、温度、浓度场和重要特性(如努塞尔和舍伍德数)的解析解。由于微生物分布的非线性特性,采用Matlab bvp4c求解器进行数值求解。结果表明,体积分数较高的Au - Ag纳米颗粒可以提高温度、浓度和微生物分布。缓速与松弛时间参数的比值抑制了微生物的分布。对于纯电渗透驱动的流动,微生物的分布与压力的存在相比是深刻的。热扩散效应与电渗透效应有明显的相关性。我们观察到,增加Soret数有助于浓度分布,提高传质效率,其对微生物传递的影响随双电层(EDL)厚度而变化。我们还发现,增加哈特曼数会导致更多的微生物积聚,这都是因为它改变了流动结构。更重要的是,更薄的双电层和更长的弛豫时间大大提高了体积流量,同时保持了较高的传递效率。这些成果在化学加工、用于药物输送的生物芯片开发和生物医学工程等各个领域具有巨大的潜力。
Electroosmotic blood flow containing gold and silver nanoparticles through a microchannel: Effect of driving microorganisms
This study examines the impact of bioconvective transport of microorganisms in blood with suspended nanoparticles through a microchannel, relevant to biomedical and microfluidic applications. The Jeffrey non-Newtonian fluid model is utilized to characterize the blood and gold–silver () nanoparticles are suspended in it. The aim is to assess how electroosmotic forces, nanoparticles, and fluid rheology affect velocity, temperature, concentration, and microorganism distributions. The model assumes a laminar, incompressible flow of a Jeffrey fluid, influenced by pressure gradient, electroosmosis, and a transverse magnetic field. The electric potential is computed using the Poisson–Boltzmann equation with the Debye–Hückel linearization, valid for low surface potentials. Analytical solutions are obtained for velocity, temperature, concentration fields, and important characteristics such as Nusselt & Sherwood numbers. Due to the nonlinear nature of microorganism distribution, the Matlab bvp4c solver is employed to find the numerical solutions. Results show that higher volume fractions of nanoparticles enhance temperature, concentration, and microorganism distributions. The ratio of retardation to relaxation time parameter suppresses microorganism distribution. For purely electroosmotic-driven flow, microorganism distribution is profound compared to the presence of pressure. Also, the thermo-diffusion effect shows a clear correlation with the electroosmotic effect. We have observed that increasing the Soret number helps with concentration distribution and makes mass transfer more efficient, and its influence on microorganism transport varies with the electric double layer (EDL) thickness. We have also discovered that boosting the Hartmann number results in more microorganism buildup, all because it alters the flow structure. Even more importantly, a thinner electric double layer and a longer relaxation time greatly increase the volumetric flow rate while keeping the transfer efficiencies high. These outcomes have significant potential across various fields like chemical processing, the development of biochips for drug delivery, and biomedical engineering.
期刊介绍:
International Journal of Heat and Mass Transfer is the vehicle for the exchange of basic ideas in heat and mass transfer between research workers and engineers throughout the world. It focuses on both analytical and experimental research, with an emphasis on contributions which increase the basic understanding of transfer processes and their application to engineering problems.
Topics include:
-New methods of measuring and/or correlating transport-property data
-Energy engineering
-Environmental applications of heat and/or mass transfer