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April 30, 2026Computer Modeling in Engineering & Sciences0 citationsOpen Access

Numerical Optimization of Internal Cooling Structure Placement for MHD Mixed Convection Using Multi-Nanoparticle Fluids

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BSBasma Souayeh

Key Points

  • The aim is to optimize the placement of internal cooling structures for MHD mixed convection systems using multi-nanoparticle fluids.
  • Numerical investigation using a two-dimensional square cavity
  • Assessment of four different configurations of cooling structures
  • Application of a uniform magnetic field
  • Solving governing nonlinear partial differential equations with Finite Volume Method and Full Multigrid Algorithm
  • Exploration of key dimensionless parameters, including Hartmann and Richardson numbers, and nanoparticle volume fraction
  • Best thermal performance achieved with asymmetrical position P3 cooling structure
  • Average Nusselt number of 63.698 at 12% nanoparticle volume fraction
  • Significant enhancements in convective mixing and thermal boundary layer disruption
  • Greater thermodynamic efficiency observed at Richardson numbers ranging from 60-80

Abstract

This study conducts a comprehensive numerical investigation of magnetohydrodynamic (MHD) mixed convection and entropy generation in a two-dimensional square cavity filled with a ternary hybrid nanofluid. The working fluid consists of Multi-Walled Carbon Nanotubes (MWCNT), Copper (Cu), and Ferric Oxide (Fe3O4) nanoparticles dispersed in water, selected for their superior thermal properties. Two vertically aligned, saw-tooth-shaped cooling structures are embedded along the left and right walls of the cavity, with four distinct configurations considered based on their vertical positioning. An externally imposed uniform magnetic field is applied to assess its influence on fluid flow, heat transfer, and thermodynamic irreversibility. The governing nonlinear partial differential equations accounting for mass, momentum, energy, and entropy generation are solved using the Finite Volume Method (FVM) in conjunction with a Full Multigrid Algorithm to enhance computational efficiency. The study systematically examines the effects of key dimensionless parameters, including the Hartmann number (Ha), Richardson number (Ri), Reynolds number (Re), nanoparticle volume fraction (φ), and structural configuration, on flow dynamics, thermal performance, and entropy generation. The results provide valuable insights into the optimization of heat transfer systems through geometrical and thermophysical enhancements under MHD conditions. Results reveal that among the configurations studied, the position (P3) configuration featuring asymmetrical placement of the internal saw-tooth cooling structures demonstrates the highest thermal performance, achieving an average Nusselt number of 63.698 at a nanoparticle volume fraction of φ = 12% and Richardson numbers in the range of Ri = 60–80. This superior performance is attributed to enhanced convective mixing and optimal disruption of thermal boundary layers without excessive entropy generation.

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Cite This Study

Basma Souayeh (2026) studied this question.

synapsesocial.com/papers/69f2a4da8c0f03fd67763f86https://doi.org/10.32604/cmes.2026.081163
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