Sentence examples for mass flow correlations from inspiring English sources

In this paper, the dimensionless mass flow correlations of adiabatic capillary tubes in the literature are reviewed and categorized by the function forms and ways to select dimensionless parameters.

Finally, by incorporating the two-phase mass flow correlation and the pressure loss correlation, a metering method for the liquid flow rate in a low GVF gas-liquid two-phase flow is developed.

The presented three-dimensional CFD approach could overcome the difficulties of macroscopic heat exchanger and porous media methods for F1 applications, because it can be used to predict the heat transfer and pressure drop related to the mass flow rate correlation curves.

The data were used to develop correlations for the average Nusselt number and loss coefficient for a range of mass flow rates; these correlations were used in turn to predict the thermal-hydraulic performance of a single divertor module at prototypical conditions.

A correlation for mass flow rate prediction was developed based on a large amount of experimental data.

A particular effort has been developed to generate or test correlations in low mass flow and negative mass flow regimes, based on experimental data.

Correlations for dimensionless mass flow rate, maximum wall temperature and average Nusselt number, in terms of Rayleigh number and dimensionless geometric parameters are presented in the ranges: 5⩽Ra∗⩽2.0×104, 1.5⩽L/Lh⩽4.0 and 1.0⩽B/b⩽4.0.

It is shown that the new correlations are superior for the prediction of the mass flow distribution for this test case in comparison to correlations thus far available in literature.

Their procedure was based on temperature measurements at the inlet and exit of each collector tube and using the correlation between the mass flow rate and the temperature change of the fluid while flowing through each collector tube.

A correlation for the air mass flow rate as a function of the ventilation conditions (discharge coefficient and area of the grilles) and the heat dissipated by the transformer has been fitted.

A new correlation predicting the idealized critical mass flow rates of sub-cooled and saturated water was suggested, which can be applicable for wide ranges of stagnation pressures, e.g., 0.5 20.0 MPa.