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- W613569735 abstract "Three-dimensional natural convection of water near the density extremum within a horizontal annulus is studied numerically for three temperatures of the outer cylinder of 4, 6 and 8°C with the inner cylinder temperature maintained at 0°C. It has been found that owing to the density extremum water flows upward along both the inner and outer cylinder surfaces and downward in-between. It has also been found that in the case of T0=6°C, a velocity field with two pairs of counter-rotating flow form in the upward vertical cross section parallel to the annulus axis, and the local Nusselt number distribution on the inner cylinder surface takes peak values at the locations toward which the counter-rotating flow conveys the higher temperature water heated by the outer cylinder, while in the case of T0=8°C, a velocity field with counter-rotating flow in the cross section parallel to the annulus axis forms in the side and bottom regions, and the local Nusselt number distribution on the inner cylinder surface shows the corresponding peak values." @default.
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- W613569735 date "2003-01-01" @default.
- W613569735 modified "2023-10-18" @default.
- W613569735 title "A Numerical Analysis of Three-dimensional Natural Convection of Water near the Density Extremum within a Horizontal Annulus." @default.
- W613569735 doi "https://doi.org/10.1299/kikaib.69.881" @default.
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