Citation: G. Brethouwer et Ftm. Nieuwstadt, DNS of mixing and reaction of two species in a turbulent channel flow: A validation of the conditional moment closure, FLOW TURB C, 66(3), 2001, pp. 209-239
Authors:
Ptasinski, PK
Nieuwstadt, FTM
van den Brule, BHAA
Hulsen, MA
Citation: Pk. Ptasinski et al., Experiments in turbulent pipe flow with polymer additives at maximum drag reduction, FLOW TURB C, 66(2), 2001, pp. 159-182
Citation: E. Fedorovich et al., Numerical and laboratory study of horizontally evolving convective boundary layer. part II: Effects of elevated wind shear and surface roughness, J ATMOS SCI, 58(6), 2001, pp. 546-560
Citation: E. Fedorovich et al., Numerical and laboratory study of a horizontally evolving convective boundary layer. Part I: Transition regimes and development of the mixed layer, J ATMOS SCI, 58(1), 2001, pp. 70-86
Citation: Jp. Meeder et Ftm. Nieuwstadt, Large-eddy simulation of the turbulent dispersion of a reactive plume froma point source into a neutral atmospheric boundary layer, ATMOS ENVIR, 34(21), 2000, pp. 3563-3573
Authors:
Bastiaans, RJM
Rindt, CCM
Nieuwstadt, FTM
van Steenhoven, AA
Citation: Rjm. Bastiaans et al., Direct and large-eddy simulation of the transition of two- and three-dimensional plane plumes in a confined enclosure, INT J HEAT, 43(13), 2000, pp. 2375-2393
Citation: Bj. Boersma et Ftm. Nieuwstadt, On the electric potential induced by a homogeneous magnetic field in a turbulent pipe flow, FLOW TURB C, 62(1), 1999, pp. 29-51
Authors:
Brethouwer, G
Boersma, BJ
Pourquie, MBJM
Nieuwstadt, FTM
Citation: G. Brethouwer et al., Direct numerical simulation of turbulent mixing of a passive scalar in pipe flow, EUR J MEC B, 18(4), 1999, pp. 739-756
Authors:
Ma, B
van Doorne, CWH
Zhang, Z
Nieuwstadt, FTM
Citation: B. Ma et al., On the spatial evolution of a wall-imposed periodic disturbance in pipe Poiseuille flow at Re=3000. Part 1. Subcritical disturbance, J FLUID MEC, 398, 1999, pp. 181-224
Citation: Tam. Versteegh et Ftm. Nieuwstadt, A direct numerical simulation of natural convection between two infinite vertical differentially heated walls scaling laws and wall functions, INT J HEAT, 42(19), 1999, pp. 3673-3693