Pairing factorial design with finite element analysis to model and optimize heat transfer in finned heatsinks

Effective thermal management is critical to many engineering applications, yet identifying optimal heat-transfer designs remains challenging due to complex interactions among material, geometry, and structural parameters. Here, we use a full-factorial design combined with thermal physics finite element simulations to systematically evaluate the effects of five factors—material, fin configuration, geometry, spacing, and thickness—on the time to boil water (τb) in a heatsink-assisted system. Using data from just 32 treatment simulations and a statistically reduced categorical model, we resolve all main effects and interactions, revealing that sparse fin spacing, aluminum material, and thin fins significantly reduce τb. While radial configurations generally outperform linear ones, interaction effects demonstrate that optimum performance depends on specific factor combinations; for example, linear designs can outperform radial ones when paired with certain geometries and materials. Contrary to intuition, neither surface area nor surface-area-to-mass ratio reliably predicts performance due to confounding effects of mass. The best-performing design—an Al-linear-trapezoidal-sparse-thin heatsink—achieved τ^b=618±2s, while other optimal designs emerged under constraints such as reduced mass or manufacturing simplicity. This study underscores the value of factorial design in navigating complex design spaces and optimizing thermal performance, offering a powerful framework for the development of next-generation heat transfer systems.

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Publication Details

Journal
Journal of Applied Physics
Published
2025-11-26
DOI
https://doi.org/10.1063/5.0285136
Primary Topic
Heat Transfer and Optimization
Type
article
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article

Pairing factorial design with finite element analysis to model and optimize heat transfer in finned heatsinks

Benjamín Alemán, Silkie L. Melloul
Journal of Applied Physics
Heat Transfer and Optimization
article

Pairing factorial design with finite element analysis to model and optimize heat transfer in finned heatsinks

Benjamín Alemán, Silkie L. Melloul
article en

Abstract

Effective thermal management is critical to many engineering applications, yet identifying optimal heat-transfer designs remains challenging due to complex interactions among material, geometry, and structural parameters. Here, we use a full-factorial design combined with thermal physics finite element simulations to systematically evaluate the effects of five factors—material, fin configuration, geometry, spacing, and thickness—on the time to boil water (τb) in a heatsink-assisted system. Using data from just 32 treatment simulations and a statistically reduced categorical model, we resolve all main effects and interactions, revealing that sparse fin spacing, aluminum material, and thin fins significantly reduce τb. While radial configurations generally outperform linear ones, interaction effects demonstrate that optimum performance depends on specific factor combinations; for example, linear designs can outperform radial ones when paired with certain geometries and materials. Contrary to intuition, neither surface area nor surface-area-to-mass ratio reliably predicts performance due to confounding effects of mass. The best-performing design—an Al-linear-trapezoidal-sparse-thin heatsink—achieved τ^b=618±2s, while other optimal designs emerged under constraints such as reduced mass or manufacturing simplicity. This study underscores the value of factorial design in navigating complex design spaces and optimizing thermal performance, offering a powerful framework for the development of next-generation heat transfer systems.

Journal of Applied PhysicsVol. 138(20)
Oregon Research Institute (US), University of Oregon (US)
Openalex Percentile: Top 62%
Heat Transfer and Optimization
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Pairing factorial design with finite element analysis to model and optimize heat transfer in finned heatsinks — Benjamín Alemán, Silkie L. Melloul · Journal of Applied Physics (2025) | TGRS Research Map | TGRS