Numerical predictions have been made of heat transfer to low-Prandtl-number fluids in pipes with constant wall heat flux. The turbulence model employed is of the two-equation (k-)c kind in the core and the one-equation (k) kind in the near-wall region. Fluids with Prandtl numbers in the range 0.007-0.045 have been examined, in the Reynolds range from 7600 to 106. Temperature profiles and Nusselt numbers are in fairly good agreement with experiments on fully developed flow. Nusselt numbers for the thermal entrance region are found to be in reasonable agreement with the experimental results, which, however, display a large scatter
The effect of non-homogeneous thermal boundary conditions on temperature statistics in low Prandtl n...
It is shown that the conventional turbulent Prandtl number approach is grossly inadequate to predict...
Based on Fourier expansion, an analytical solution is developed for the high Prandtl number heat tra...
Numerical predictions have been made of heat transfer to low-Prandtl-number fluids in pipes with con...
Numerical predictions have been made of heat transfer to low-Prandtl-number fluids in pipes with con...
In the present work, the flow pattern in pipe flow has been simulated using a low-Reynolds-number k-...
Twelve versions of low Reynolds number k-ε and two low Reynolds number Reynolds stress turbulence mo...
International audienceDirect numerical simulations of heat transfer in a fully developed turbulent p...
[[abstract]]The effect of axial conduction was investigated for turbulent heat transfer in a round p...
International audienceHeat transfer in a fully developed turbulent pipe flow is investigated by use ...
The effect of non-homogeneous thermal boundary conditions on temperature statistics in low Prandtl n...
The effect of non-homogeneous thermal boundary conditions on temperature statistics in low Prandtl n...
A model has been developed for predicting turbulent heat transfer coefficients and associated temper...
A model has been developed for predicting turbulent heat transfer coefficients and associated temper...
Based on Fourier expansion, an analytical solution is developed for the high Prandtl number heat tra...
The effect of non-homogeneous thermal boundary conditions on temperature statistics in low Prandtl n...
It is shown that the conventional turbulent Prandtl number approach is grossly inadequate to predict...
Based on Fourier expansion, an analytical solution is developed for the high Prandtl number heat tra...
Numerical predictions have been made of heat transfer to low-Prandtl-number fluids in pipes with con...
Numerical predictions have been made of heat transfer to low-Prandtl-number fluids in pipes with con...
In the present work, the flow pattern in pipe flow has been simulated using a low-Reynolds-number k-...
Twelve versions of low Reynolds number k-ε and two low Reynolds number Reynolds stress turbulence mo...
International audienceDirect numerical simulations of heat transfer in a fully developed turbulent p...
[[abstract]]The effect of axial conduction was investigated for turbulent heat transfer in a round p...
International audienceHeat transfer in a fully developed turbulent pipe flow is investigated by use ...
The effect of non-homogeneous thermal boundary conditions on temperature statistics in low Prandtl n...
The effect of non-homogeneous thermal boundary conditions on temperature statistics in low Prandtl n...
A model has been developed for predicting turbulent heat transfer coefficients and associated temper...
A model has been developed for predicting turbulent heat transfer coefficients and associated temper...
Based on Fourier expansion, an analytical solution is developed for the high Prandtl number heat tra...
The effect of non-homogeneous thermal boundary conditions on temperature statistics in low Prandtl n...
It is shown that the conventional turbulent Prandtl number approach is grossly inadequate to predict...
Based on Fourier expansion, an analytical solution is developed for the high Prandtl number heat tra...