Direct numerical simulations (DNS) of spatially evolving turbulent planar jets of viscoelastic
fluids described by the FENE-P model, such as those consisting of a Newtonian fluid solvent …

Through the Lie symmetry analysis method, the axisymmetric, incompressible, and inviscid
fluid is studied. The governing equations that describe the flow are the Euler equations …

The combined effect of internal and external intermittency on the statistical properties of
small-scale turbulence is investigated in temporally evolving, planar turbulent jet flows at …

Characteristics of small-scale shear layers are studied with direct numerical simulations of a
temporally evolving turbulent planar jet. The shear layers that internally exist in turbulence …

We presently generalize existing two-equation Reynolds-averaged Navier–Stokes models
by using recent advances in our understanding of the Lie symmetries of governing …

This work applies new insights into turbulent statistics gained by Lie symmetry analysis to
the closure problem of turbulence. Founded in the mathematics of partial differential …

The primary object of this study is to derive new scaling laws for passive scalar statistical
quantities in temporally and spatially evolving plane turbulent jet flows. We apply Lie …

Numerical simulations of temporally-evolving droplet-laden plane jets are performed in
conditions relevant to rocket main engines fed with liquid oxygen (LOx) and gaseous …

Direct numerical simulations are performed to explore the evolution behaviour of the
turbulent/non-turbulent interface (TNTI) in a temporally evolving turbulent plane jet, using the …

The symmetry-based turbulence theory has been used to derive new scaling laws for the
streamwise velocity and temperature moments of arbitrary order. For this, it has been …