Effects of spray characteristics on critical heat flux in subcooled water spray cooling
By Ruey-Hung Chen, L. Chow, J. E. Navedo. 2002
272 citations recorded by the source corpus.
Subfields: Computational Mechanics, Mechanical Engineering
View Paper: https://www.semanticscholar.org/paper/c258c30e7395c60d267110c7d01f4ae4ef7eec54
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Computational Mechanics
- I. Mudawar
- Milan Visaria
- Lounes Tadrist
- Gangtao Liang
- Sung-Min Kim
- Suresh V. Garimella
- John Richard Thome
- Satish G. Kandlikar
In Mechanical Engineering
- Milan Visaria
- I. Mudawar
- Lounes Tadrist
- Sung-Min Kim
- Satish G. Kandlikar
- Gangtao Liang
- Suresh V. Garimella
- Wei Qu
Citations in the corpus
- Theoretical and experimental study of the effects of spray inclination on two-phase spray cooling and critical heat flux (2008, unknown): “All rights reserved.”
- Application of Two-Phase Spray Cooling for Thermal Management of Electronic Devices (2008, background): “in addition to the thermophysical properties of the coolant and heater size, include nozzle type, droplet size and volumetric flux (flow rate per unit area) [2]–[5] and the spatial distribution for both [5]–[8], spray angle [5]–[8], orifice-to-surface distance [6]–[8], and fluid subcooling [5]–[10].”
- Review of spray cooling – Part 1: Single-phase and nucleate boiling regimes, and critical heat flux (2017, unknown): “[221] reported that volumetric flow rate, Q, has only a minor influence on CHF, while Pais et al.”
- Single-phase and two-phase cooling characteristics of upward-facing and downward-facing sprays (2006, background): “A key reason for this poor understanding is the dependence of spray cooling performance on an unusually large number of parameters, such as mean droplet diameter, mean droplet velocity, volumetric flux, and the statistical distributions of these parameters, as well as cone angle and…”
- An overview of heat transfer enhancement methods and new perspectives: Focus on active methods using electroactive materials (2013, background): “[144] concerning the droplet velocity effect: both heat transfer coefficient and critical heat flux are enhanced by an increase of droplet velocity because secondary nucleation is closer to the heated surface and mixing of the fluid is increased.”