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S. Yu. Krasheninnikov

Researcher at Congrès International d'Architecture Moderne

Publications -  28
Citations -  143

S. Yu. Krasheninnikov is an academic researcher from Congrès International d'Architecture Moderne. The author has contributed to research in topics: Turbulence & Jet (fluid). The author has an hindex of 7, co-authored 26 publications receiving 115 citations.

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On the prediction of turbulent jet noise using traditional aeroacoustic methods

TL;DR: Several experimental, computational and theoretical results devoted to turbulence jet noise are described in this paper, where the selected topics are combined and described from a single point of view, and the goal is to explore and discuss some of the possibilities and limitations of classical aeroacoustics methods.
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Investigation of unsteady processes, flow properties, and tonal acoustic radiation of a swirling jet

TL;DR: The results of an investigation of the unsteady flow structure in a turbulent swirling jet obtained using the PIV technology are presented in this paper, where the phase averaging technique is employed with the pressure fluctuation in the acoustic field of the jet taken as a reference signal.
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Investigation of noise generation by turbulent jets on the basis of numerical simulation of unsteady flow in mixing layers

TL;DR: In this article, it was shown that the turbulent jet noise is produced by large-scale motions in the mixing layer induced by turbulence intermittence, where streamlines entering into the low pressure zones and flowing around the elevated pressure zones.
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An attempt to localize the sound sources in a turbulent jet using the results of the measurements of the acoustic field and the velocity fluctuation correlations

TL;DR: In this paper, a model of noise generation in the mixing layer of a jet is proposed on the basis of the measurements of the acoustic radiation of a free jet by means of a microphone system.
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Calculation of axisymmetric twisted and nontwisted turbulent jets

TL;DR: In this article, the results of calculations of non-self-similar flows in turbulent jets are given using a generalized Prandtl formula for the turbulent viscosity for the cases of the flows under consideration.