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20152024
most citedInvestigation of wakes generated by fractal plates in the compressible flow regime using large-eddy simulations

15 citations · 78 across the 20 of their papers we have counts for

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Showing 2019Show all

8 papers · 1 filter

physics.flu-dyn2019★ 15 cited

Effect of non-parallel mean flow on the acoustic spectrum of heated supersonic jets: explanation of `jet quietening'

Mohammed Afsar, Adrian Sescu, Vasileios Sassanis

Noise measurements of heated axisymmetric jets at fixed supersonic acoustic Mach number indicate that the acoustic spectrum reduces when the temperature ratio increases. The `spect…

physics.flu-dyn2019

Large eddy simulation study of the humidity variation in the shadow of a large wind farm

Adrian Sescu, John Haywood, Kevin Adkins

Numerous studies have shown that wind turbine wakes within a large wind farm bring about changes to both the dynamics and thermodynamics of the atmospheric boundary layers (ABL). P…

physics.flu-dyn2019

Modeling and prediction of the peak radiated sound in sub-sonic axisymmetric air jets using acoustic analogy based asymptotic analysis

Mohammed Z. Afsar, Adrian Sescu, Stewart. J. Leib

This paper uses asymptotic analysis within the generalized acoustic analogy formulation (Goldstein. J. Fluid Mech 488, pp. 315-333, 2003) to develop a noise prediction model for th…

math.NA2019★ 4 cited

Numerical anisotropy study of a class of compact schemes

Adrian Sescu, Ray Hixon

We study the numerical anisotropy existent in compact difference schemes as applied to hyperbolic partial differential equations, and propose an approach to reduce this error and t…

math.NA2019★ 8 cited

Numerical Anisotropy in Finite Differencing

Adrian Sescu

Numerical solutions to hyperbolic partial differential equations, involving wave propagations in one direction, are subject to several specific errors, such as numerical dispersion…

math.NA2019

Combined prefactored compact schemes for first- and second-order derivatives: conceptual derivation

Adrian Sescu

The derivation of combined prefactored compact schemes for first and second order derivatives is described here, relying on the Fourier analysis of the original prefactored compact…