Research Article Open Access

SIMULATION OF THE PROCESS OF FLOW SEPARATION AT THE ENTRANCE OF SQUARE ASPIRATING PORT

Olga A. Averkova1, Ilya V. Kryukov1, Kirill V. Plotnikov1, Elena I. Tolmacheva1 and Ilya V. Khodakov1
  • 1 Belgorod State Technological University Named After V.G. Shoukhov, Russia

Abstract

We consider the flow at the inlet to the suction square hole with sharp edges, which is located in an infinite space. The purpose of this study is to construct a mathematical model of flow separation at the entrance to square suction canal with sharp edges, located in infinite space, by using square vortex frameworks. As a part of ideology of the method of discrete vortices in the non-stationary quasi-axisymmetric formulation, we constructed the mathematical model of separated flow at the inlet to the square aspirating pipe and its software-algorithmic implementation. We have determined the velocity field at the entrance to suction channel and a line of flow separation. Determine the velocity field in typical cross-sections of the suction channel, dimensions of the efficient absorption, compression ratio of the jet. Were received analytical formulas for calculating separation surfaces current. Profiling the entrance opening of the suction hole detected on the outlines separation surface will improve the acoustic and aerodynamic properties of the exhaust systems. The obtained results can be useful for designing of local exhaust ventilation of reduced energy consumption.

American Journal of Environmental Sciences
Volume 10 No. 5, 2014, 509-515

DOI: https://doi.org/10.3844/ajessp.2014.509.515

Submitted On: 27 June 2014 Published On: 12 November 2014

How to Cite: Averkova, O. A., Kryukov, I. V., Plotnikov, K. V., Tolmacheva, E. I. & Khodakov, I. V. (2014). SIMULATION OF THE PROCESS OF FLOW SEPARATION AT THE ENTRANCE OF SQUARE ASPIRATING PORT. American Journal of Environmental Sciences, 10(5), 509-515. https://doi.org/10.3844/ajessp.2014.509.515

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Keywords

  • Flows Near of Suction Holes
  • Separated Flows
  • The Method of Discrete Vortices