COMPUTER SIMULATION OF AVIATION SPRAYING WHEN IMPROVING THE TECHNOLOGY OF AERIAL-CHEMICAL WORKS

Authors

  • V.P. Asovsky JSC NPK «PANH»
  • A.S. Kuzmenko Southern Federal University image/svg+xml

Keywords:

Aerial-chemical works, aerial spraying, computer simulation, aircraft, flight modes, deposition, productivity, efficiency

Abstract

The article considers some practical issues of solving the problems of improving the technology
of aerial-chemical works using methods of computer modeling of its processes, in particular, on
non-traditional modes of aviation spraying. These modes are typical for the treatment of areas with
obstacles at the borders, when the introduction of working fluids is carried out when the aircraft
descends in the approach to the production passage over the area at the required flight altitude and
climb after its end. The carried out computational and theoretical studies on the example of the An-2
biplane aircraft using the previously developed and tested multifactor software tools for modeling the
processes of forming a vortex trace of an aircraft and depositing in it a spectrum of drops of working
fluids characteristic of aviation spraying have shown that the use of unconventional technological
treatment modes can significantly increase the productivity, safety and integral efficiency of aerialchemical
works and measures for chemicalization of agricultural production in general. It is shown
that to increase the efficiency of aviation spraying of areas limited by obstacles, it is technically possible
and economically feasible to use a work scheme that provides for the beginning and end of processing
of such areas at the stage of descent and climb at distances from obstacles corresponding to
1-2 seconds of the aircraft flight (for An-2 aircraft at distances of 50–150 m at a flight altitude of up
to 20 m). Such a scheme provides an increase in the productivity of aviation spraying up to 10–15 %,
a reduction in the prime cost of treatments by 3–5 % and an increase in economic efficiency by
2–3 % with an increase in their total effect by 6–8 %.

References

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Published

2021-12-24

Issue

Section

SECTION I. MODELING OF PROCESSES AND SYSTEMS