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A year in orbit: ISS deployment tests radiation detectors for future space missions
The predawn darkness on a cool Florida night was shattered by the ignition of nine Merlin engines on a SpaceX Falcon 9 rocket. The thrust of the engines shook the ground miles away. From a distance, the rocket appeared to slowly rise above the horizon. For the cargo onboard, the launch was anything but gentle, as the ignition of liquid oxygen generated more than 1.5 million pounds of force. After the rocket had been out of sight for several minutes, the booster dramatically returned to Earth with several sonic booms in a captivating show of engineering designed to make space travel less expensive and more sustainable.
Jae Jun Jeong, Tae Gang Lee, Sang Gyun Nam, Byongjo Yun
Nuclear Technology | Volume 211 | Number 8 | August 2025 | Pages 1875-1882
Note | doi.org/10.1080/00295450.2024.2428553
Articles are hosted by Taylor and Francis Online.
The flow in a helically coiled tube exhibits a unique characteristic due to the centrifugal force acting on the fluid, which generates a secondary flow perpendicular to the main axial flow. This phenomenon is known to enhance convective heat transfer in both single- and two-phase flows. To account for this effect in a boiling heat transfer correlation, a new dimensionless number, defined by the ratio of centrifugal force to gravitational force, was introduced in a previous study. That study suggested a correlation incorporating this dimensionless number.
This work aims to improve on the previous correlation. In deriving the dimensionless centrifugal force number, the pitch of the helical tube was not considered in the previous work. By properly incorporating both pitch and helical diameter into the dimensionless number, the coefficients of the heat transfer correlation must also be adjusted. The modified correlation was evaluated using 617 steam-water experimental data points for boiling heat transfer in helically coiled tubes. The results indicate that the modified correlation shows better results in comparison with the previous one and other existing correlations in terms of the root-mean-square errors of the calculated heat transfer coefficients.