Three-dimensional analysis of heat transfer in a micro-heat sink with single phase flow

By Ji Li, G. P. Bud Peterson, Ping Cheng. 2004

276 citations recorded by the source corpus.

View Paper: https://www.semanticscholar.org/paper/d6a1ecb82845fb96d06ee5fb6f53a4191d65821f

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In Mechanical Engineering

Citations in the corpus

Boiling heat transfer in a hydrofoil-based micro pin fin heat sink (2007, background): “As part of this endeavor, single-phase flows [1–10] and boiling flows [11– 28] have been topics of great interest.”
Constructal cooling channels for micro-channel heat sinks (2007, methodology): “These studies relied on numerical techniques and experiments [11–19] to study the flow and heat transfer characteristics of micro-channel heat sinks.”
Scaling Effects for Liquid Flows in Microchannels (2006, background): “[5] proposed to use the following values in Eq.”
Flow boiling of water in a circular staggered micro-pin fin heat sink (2008, background): “Single-phase [1–5] and two-phase flows [6–9] in microchannel heat sinks have been extensively studied and developed over the last several years in pursuit of cooling method for ultra high power electronic systems.”
Optimal design of geometric parameters of double-layered microchannel heat sinks (2012, methodology): “Many experimental [1] and numerical [2–5,9–38] studies have investigated MCHS performance as a function of the solid materials, coolant fluids, and channel dimensions.”
Performance improvements of microchannel heat sink using wavy channel and nanofluids (2015, background): “These studies can be split into three categories, there are theoretical [3-4], numerical [5-8], and experimental approaches [910].”
Heat transfer enhancement in microchannel heat sinks using nanofluids (2012, methodology): “The MCHS is considered a potential cooling device for applications such as very large scale integrated circuits and micro-electro mechanical system cooling systems [2–5].”
Geometric optimization of a micro heat sink with liquid flow (2006, methodology): “Using constant and independent thermal properties of the materials, results in a slight decrease in accuracy as indicated [22], however, because the objective here is to evaluate the effects of the channel geometry on the thermal resistance, the temperature-dependent properties will have a minimal e”
Fluid flow and heat transfer in wavy microchannels (2010, methodology): “The local heat transfer coefficient hx is evaluated following the definitions of Shah and London [30], which have been widely employed in similar studies [14,31,32].”