Entropy Generation Analysis in Non-Newtonian Fluid Dynamics

Summary

Entropy generation analysis in non-Newtonian fluid dynamics examines the irreversible losses arising from complex rheological behaviour, thermal gradients and viscous dissipation. Unlike Newtonian flows, non-Newtonian fluids exhibit shear-thinning, shear-thickening or viscoelastic responses that alter velocity and temperature fields in ways that challenge conventional thermodynamic optimisation. Entropy production localises preferentially near solid boundaries, in regions of high shear or within microstructured domains, influencing the efficiency of polymer processing, lubrication systems, microfluidic devices and biomedical flows. Recent work combines analytical, numerical and experimental methods to map the interplay between fluid microstructure, heat transfer and magnetic or chemical forcing. By quantifying the relative contributions of frictional heating and conductive heat transfer, researchers aim to identify operational regimes that minimise irreversibility, reduce energy consumption and improve system performance across chemical engineering, materials science and energy conversion technologies.

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Entropy Generation Analysis in Non-Newtonian Fluid Dynamics publication trend

The graph below shows the total number of articles in entropy generation analysis in non-newtonian fluid dynamics across all publications each year (not limited to Nature Index journals).

Technical terms

Entropy generation: measure of irreversibility due to heat transfer and viscous effects within a flowing fluid.

Non-Newtonian fluid: fluid whose viscosity depends on shear rate or history, including shear-thinning, shear-thickening and viscoelastic behaviours.

Bejan number: dimensionless ratio quantifying the relative contributions of thermal gradients to total entropy generation.

Viscous dissipation: conversion of kinetic energy into heat due to internal friction within the fluid.

Couple stress fluid: non-Newtonian model incorporating microstructural spin effects, relevant for particulate and colloidal suspensions.

References

  1. Entropy Generation Optimization in Couple Stress Fluid Flow with Variable Viscosity and Aligned Magnetic Field. Sustainability (2023).
  2. Second law and entropy generation analysis of magnetized viscous fluid flow over a permeable expandable sheet with nonlinear thermal radiation: Brownian and thermophoresis effect. Advances in Mechanical Engineering (2022).

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