A thermal conductivity model for nanofluids including effect of the temperature-dependent interfacial layer (original) (raw)

A Review of Thermal Conductivity Models for Nanofluids.

Nanofluids, as new heat transfer fluids, are in the centre of attention of researchers while their measured thermal conductivities are more than conventional heat transfer fluids. Unfortunately, conventional theoretical and empirical models cannot explain the enhancement of the thermal conductivity of nanofluids. Therefore, it is important to understand the fundamental mechanisms as well as the important parameters which influence the heat transfer in nanofluids. Nanofluids thermal conductivity enhancement consists of four major mechanisms: Brownian motion of the nanoparticle, nanolayer, clustering, and the nature of heat transport in the nanoparticles. Important factors which affect the thermal conductivity modelling of nanofluids are particle volume fraction, temperature, particles size, pH, and the size and property of nanolayer. In this paper, each mechanism is explained and proposed models are critically reviewed. It is Downloaded by [University of Pretoria] at 04:58 26 November 2014 ACCEPTED MANUSCRIPT ACCEPTED MANUSCRIPT 2 concluded that there is a lack of reliable hybrid model which includes all mechanisms and influenced parameters for thermal conductivity of nanofluids. Furthermore, more work needs to be conducted on the nature of heat transfer in nanofluids. A reliable database and experimental data are also needed on the properties of nanoparticles.

A Proposed Model for Calculating Effective Thermal Conductivity of Nanofluids, Effect of Nanolayer and Non-Uniform Size of Nanoparticles

2012

Nanofluids, containing nanometric metallic or oxide particles, exhibit extraordinarily high thermal conductivity that can be used for enhancing heat transfer performance of conventional systems. This work presents a proposed method for calculating the effective thermal conductivity of nanofluids. The thermal conductivity of nanofluids primarily depends on the properties of base fluids and nanoparticles, the volume fraction of nanoparticles, the interfacial layer, non-uniform sizes of nanoparticles, fractal dimension of particles, Brownian motion and temperature. In the resent study, the impact of non-uniform sizes of nanoparticles and interfacial layer is investigated simultaneously. Hence, this model has the capability of offering both analytical and numerical Predictions. Results of the present model show reasonably good and better agreements with available experimental data.

A non-linear model for interfacial layer ’ s thermal conductivity of nanofluid

2018

Traditional heat transfer fluids which are used in various applications such as chemical processes, refrigeration, heating and cooling processes, transportation, power generation and other micro-sized applications have poor heat transfer properties and impose limitation to heat transfer augmentation. Thermo-physical properties of conventional fluids play an important role in the development of energy efficient heat transfer equipment. The poor thermal conductivity limits their performance. Improving the thermal conductivity is the key idea to improve the heat transfer characteristics of conventional fluids. Since a solid matrix has a larger thermal conductivity relative to base fluid, suspending solid fine particles (millimeter or micrometer sized range) into the base fluid is expected to improve the thermal conductivity. A dilute suspension of nanometer-sized particles dispersed in a base fluid is known as Nanofluids. Nanofluids exhibit enhanced heat transfer properties and are exp...

Mathematical modelling of thermal conductivity for nanofluid considering interfacial nano-layer

2013

Maxwell's classical model for predicting effective thermal conductivity of colloidal solution predicts the thermal conductivity of nanofluids quite satisfactorily. However, Maxwell's model does not consider the effect of interfacial layer, Brownian motion of nano-particle and nanoparticle aggregation. In this paper, the effect of interfacial layer on thermal conductivity is considered. A simple expression has been derived to determine thermal conductivity of nanofluid considering interfacial layer formed on the nano particles. The thermal conductivity of the interfacial layer has been precisely determined and results are found to be closer to the experimental values, hence, further improving the results of classical Maxwell model.

A new theoretical model for predicting the thermal conductivity of nanofluids

Contemporary Engineering Sciences, 2015

In this paper, a new theoretical model has been developed to predict the thermal conductivity of nanofluids. The new model combines the static mechanism considering the nanolayer effect and the dynamic mechanism considering the nanoparticle vibration effect. Comparison of the new model predictions with the experimental data available in literature shows good agreement at 0-2 vol% of nanoparticle volume fractions. The new model also gives better predictions compared to the Maxwell model.

A model for thermal conductivity of nanofluids

Materials Chemistry and Physics, 2010

Various mechanisms and correlations have been developed for prediction of thermal conductivity of nanofluids. In this work, a simple equation has been proposed for prediction of thermal conductivity of all suspensions, including suspensions containing microparticles and nanoparticles. This equation relates thermal conductivity of suspensions to the mean distance between the particles. For ordinary suspensions -suspensions containing micro-or millimeter sized particles -this distance can be equated to the effective diameter; however, for nanofluids, the Brownian motion approach should be used to estimate it. Nevertheless, since all required assumptions for deriving Brownian motion relations do not hold for nanofluids, we assumed this distance can be evaluated using an adjustable coefficient multiplying the mean free path -or distance between particles -calculated by Brownian motion approach. The applicability of the proposed model has been proven by comparing the results with our experimental data.

A semi-experimental model to predict the thermal conductivity coefficient of nanofluids

Heat and Mass Transfer, 2021

In this study two appropriate semi-experimental models based on none-linear regression over 800 extracted experimental data to predict the thermal conductivity coefficient of nanofluids were presented. Here, the used nanofluids were spherical nanoparticles of Al2O3, TiO2, CuO, ZnO, ZrO2, CeO2, MgO, SiO2, Fe2O3, Fe3O4, Al, Cu, Fe, Ag, SiC and diamond dispersed in water, ethylene glycol, radiator coolant and various oils as base fluids. The thermal conductivity coefficient of particles and base fluid, temperature in the range of 10–80 °C, volume fraction from 0.04% to 14% were considered as effective parameters to develop first model (model 4-P), whereas, the second model were presented by taking the effect of particle diameter from 4 to150 nm into account (model 5-P). The mean square error and correlation coefficient were found to be 0.00059 and 0.9939 for 4-P model, and 0.000548 and 0.9944 for 5-P model, respectively, for all data. The highest error of the predicted value using mode...

Review on Thermal Conductivity of Nanofluids

Among the thermo physical properties of the nano fluids thermal conductivity is the key property which depends on the pertinent parameters of nanoparticles material, volume fraction, size, aspect ratio, base fluid thermo physical properties, temperature, and surfactant. Over last decades, numerous works have reported the higher thermal conductivity of nano fluids than that of the conventional heat transfer fluids with the reason of random motion of nanoparticles and a number of numerical and theoretical models have been proposed. In this article, the current state of knowledge on the several thermal conductivity measurement techniques employed by the researchers along with the factors affecting the thermal conductivity of nano fluids have been presented. This review leads to some directions for future research in nano fluids.