Scaling of turbulent wall-bounded flows is revealed in the gradient structures, for each of the Reynolds stress components. Within the “dissipation” structure, an asymmetrical order exists, which we can deploy to unify the scaling and transport dynamics within and across these flows. There are subtle differences in the outer boundary conditions between channel and flat-plate boundary-layer flows, which modify the turbulence structure far from the wall. The self-similarity exhibited in the gradient space and corresponding transport dynamics establish capabilities and encompassing knowledge of wall-bounded turbulent flows
The scaling behaviour of the longitudinal velocity structure functions (where represents the order) ...
The universality and mathematical physical structure of wall-bounded turbulent flows is a topic of d...
Wall-bounded turbulent flows at high Reynolds numbers have become an increasingly active area of res...
Coordinate-transformed analysis of turbulence transport is developed, which leads to a symmetric set...
Steady Couette and pressure-driven turbulent channel flows have large regions in which the gradients...
The turbulent boundary layer is one of the most fundamental and important applications of fluid mech...
Wall-bounded turbulence, where it occurs in engineering or nature, is commonly subjected to spatial ...
The distribution of temporal scale-dependent streamwise velocity increments is investigated in turbu...
Understanding of the structure of turbulent flows at extreme Reynolds numbers (Re) is relevant becau...
AbstractThe present work investigates the scaling of the turbulent boundary layer in regions of adve...
14 p. : il., tab.The present work investigates the scaling of the turbulent boundary layer in region...
We review wall-bounded turbulent flows, particularly high–Reynolds number, zero–pressure gradient bo...
Couette, pipe, channel, and zero-pressure gradient (ZPG) turbulent boundary layer (TBL) flows have c...
The turbulence contribution to the mean flow is reflected by the motions producing the Reynolds shea...
A new scaling is derived that yields a Reynolds-number-independent profile for all components of the...
The scaling behaviour of the longitudinal velocity structure functions (where represents the order) ...
The universality and mathematical physical structure of wall-bounded turbulent flows is a topic of d...
Wall-bounded turbulent flows at high Reynolds numbers have become an increasingly active area of res...
Coordinate-transformed analysis of turbulence transport is developed, which leads to a symmetric set...
Steady Couette and pressure-driven turbulent channel flows have large regions in which the gradients...
The turbulent boundary layer is one of the most fundamental and important applications of fluid mech...
Wall-bounded turbulence, where it occurs in engineering or nature, is commonly subjected to spatial ...
The distribution of temporal scale-dependent streamwise velocity increments is investigated in turbu...
Understanding of the structure of turbulent flows at extreme Reynolds numbers (Re) is relevant becau...
AbstractThe present work investigates the scaling of the turbulent boundary layer in regions of adve...
14 p. : il., tab.The present work investigates the scaling of the turbulent boundary layer in region...
We review wall-bounded turbulent flows, particularly high–Reynolds number, zero–pressure gradient bo...
Couette, pipe, channel, and zero-pressure gradient (ZPG) turbulent boundary layer (TBL) flows have c...
The turbulence contribution to the mean flow is reflected by the motions producing the Reynolds shea...
A new scaling is derived that yields a Reynolds-number-independent profile for all components of the...
The scaling behaviour of the longitudinal velocity structure functions (where represents the order) ...
The universality and mathematical physical structure of wall-bounded turbulent flows is a topic of d...
Wall-bounded turbulent flows at high Reynolds numbers have become an increasingly active area of res...