Numerical simulation of gas-dynamic processes in the centrifugal radial fan of seeding machines

Victor Melnik, Alexei Zelensky, Andrew Zelensky
Abstract

Increasing the efficiency of crop production, where a significant place is occupied by row crops (such as corn, sunflower, soy, sorghum, sugar beet, etc.), is inextricably linked with the introduction of energy- and resourcesaving technologies to ensure high-quality and timely implementation of production processes. Sowing is an important technological process. To increase the speed, as a consequence, productivity and, most importantly, the quality of field work, precision seed drills with pneumatic systems with improved characteristics of vacuum generators are currently used. At the same time, the vacuum systems of such seeding machines are most often based on the use of a radial centrifugal fan. Therefore, an important task is to design the fan, considering the harmonisation of its parameters with the parameters of the seed drill in general, which requires a large number of tests and inspections. The use of full-scale models (test tables) requires significant time and resource costs. Based on numerical modelling of gas-dynamic processes, it becomes possible to significantly reduce the number of field experiments, and rather determine the rational form of a centrifugal radial fan. The purpose of this study is to consider the method of applying numerical modelling of gas-dynamic processes in a centrifugal radial fan using computer-aided engineering (CAE) packages. Application of computational fluid dynamics (CFD) methods for discretisation of solutions of differential equations taking into account Euler equations and Navier-Stokes equations. Numerical turbulence modelling based on k-ε models, k-ω models and Shear Stress Transport (SST) models. The results of calculating the three-dimensional field of velocities and pressures in the working area of the fan are presented, rational geometric characteristics and aerodynamic characteristics (dependence of the differential pressure on air flow) are determined. This approach to designing a centrifugal fan allows significantly harmonising its parameters at the development stage and reducing the time for implementing new projects

Keywords

numerical modelling, k-ε model, k-ω model, SST model, finite element method (FEM), finite volume method (FVM), CAD editor

Suggested citation
Melnik, V., Zelensky, A., & Zelensky, A. (2022). Numerical simulation of gas-dynamic processes in the centrifugal radial fan of seeding machines. Machinery & Energetics, 13(3), 62-72. https://doi.org/10.31548/machenergy.13(3).2022.62-72
References

[1] Kalinkevich, N.V., & Gusak, A.G. (2011). Theory of turbochargers. Sumy: SSU.

[2] Rathakrishnan, E. (2010). Applied gas dynamics. Hoboken: Wiley. .

[3] Solodov, V.G. (2017). Application of the ANSYS software package for solving fluid dynamics problems. Kharkiv: Publishing house of KHNADU.

[4] Schlichting, H., & Gersten, K. (2017). Boundary-Layer theory (9th ed.). Berlin: Springer-Verlag.

[5] Precision seeder for row crops SCH-6M. (1972). Bucharest: Selanetoara.

[6] Chebotarev, V.P., Medvedev, A.L., Salapura, Yu.L., & Zubenko, D.V. (2012). Analysis of vertical switchgears of pneumatic seedersMechanization and Electrification of the Rural State: Inter-Industrial Thematic Scientific Collection, 96, 67-75.

[7] Alt, V.V., Shchukin, S.G., & Valkov, V.A. (2008). The concept of development of sowing machines. Achievements of Science and Technology of the Agroindustrial Complex, 9, 44-48.

[8] Yasir, S.H., Liao, Q., Yu, J., & He, D. (2012). Design and test of a pneumatic precision metering device for wheatAgricultural Engineering International: CIGR Journal, 14(1), 16-25.

[9] Starodubtsev, Yu.V., & Solodov, V.G. (2005). Numerical model of viscous turbulent flow in one stage gas turbine. Journal of Turbomachinery, 128, 60-67.

[10] Babu, V. (2021). Fundamentals of gas dynamics (2nd ed.). Berlin: Springer.

[11] Anderson, J.D.Jr. (1995). Computational fluid dynamics: The basics with applications. New York: McGraw-Hill.

[12] Köhler, M. (2011). Development and implementation of a method for solving the laminar boundary layer equations in airfoil flows. Darmstadt: Technische Universitat Darmstadt SLA.

[13] Anderson, J.D.Jr. (2017). Fundamentals of aerodynamics (6th ed.). New York: McGraw-Hill Education.

[14] Cebeci, T. (2004). Turbulence models and their applications. Berlin: Springer.

[15] Chapman, D.R. (1980). Computational aerodynamics and prospects for its development. Dryden Lecture. Rocket Technology and Cosmonautics, 18(2), 3-30.

[16] White, F.M. (2016).  Fluid mechanics (8th ed.). New York: McGraw-Hill Education.

[17] Chung, T.J. (2002). Computational fluid dynamics. Cambridge: Cambridge University Press.

[18] Menter, F., & Egorov, J. (2005). Turbulence models based on the length-scale equation. Fourth International Symposium on Turbulence and Shear Flow Phenomena, 4, 941-946.

[19] Frost, W., & Moulden, T. (Eds.). (1980). Turbulence. Principles and applications. Moscow: Mir.

[20] Hirsch, C. (2007). Numerical computation of internal and external flows (2nd ed.). Oxford: Published by John Wiley & Sons, Ltd.

[21] Reddy, J.N. (2006). An introduction to the finite element method. New York: McGraw-Hill.

[22] Hanlon, P.C. (2001). Compressor handbook. Washington: McGraw-Hill.

[23] Solodov, V.G. (2011). Modeling of turbulence. Calculation of large vortices. Kharkiv: KHNADU.

[24] ANSYS CFX – Solver theory guide. Release 15.0. (2013). Canonsburg: ANSYS Inc.

[25] Tokushev, M.Kh., & Martych, S.P. (2019). Classification of switchgears of pneumatic seeders. In Seifullin readings – 15: Youth, science, technology – new ideas and perspectives: Scientific and theoretical conference (pp. 208-211). Nur-Sultan: Kazakh Agrotechnical University. S. Seifullina.

[26] Prandtl, L. (1904). Über Flüssigkeitsbewegung bei sehr kleiner Reibung. Verhandl III. International Congress of Mathematicians, 2, 484-491.

[27] Fletcher, A.J. (1988). Computational techniques for fluid dynamics. New York: Springer-Verlag.

[28] Wilcox, D.C. (2006). Turbulence modeling for CFD (3rd ed.). La Cañada Flintridge: DCW Industries.

[29] Kornev, N. (2013). Mathematical modeling of turbulent flows. Rostock: University of Rostock.

[30] Ronald, H. (2000). Aungier Centrifugal compressors a strategy for aerodynamic design and analysis. New York: Asme Press. doi: 10.1115/1.800938.

[31] Lokshin, I.L. (1959). Investigation of the flow behind the wheels of centrifugal fans in relative motion. Industrial Aerodynamics, 12, 2-153.