Large-Reynolds-number asymptotics of the streamwise normal stress in zero-pressure-gradient turbulent boundary layers

We show that erosional events with a shorter duration compared with the duration of a seismic cycle can signi fi cantly increase the seismicity rate, even for small stress

If we assume that the measurement error is normally distributed, we could model the effect of the measurement error by using the joint distribution of the errors with the

A measurement campaign was performed to describe the spatial correlations of the wall- normal velocity in a zero pressure gradient turbulent boundary layer.. Two LDV systems

Micromechanical modelling of the arterial wall: influence of mechanical heterogeneities on the wall stress distribution and the peak wall stress.. 38th Congress of the Societe

— In a series of papers, we constructed large families of normal numbers using the concatenation of the values of the largest prime factor P (n), as n runs through particular

Namely, considering the fully controllable Four sphere swimmer proposed in [1], we show that in the half space, the swimmer remains fully controllable, while a Three-sphere

Shear stress profiles for H-type transition at x/x 0 = 5.7: • , total Reynolds shear stress from DNS; —-, estimated Reynolds shear stress from a sum of the three dominant

We have therefore computed the optimal energy growth sus- tained by a zero pressure gradient turbulent boundary layer using the eddy viscosity associated with the turbulent