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http://yadda.icm.edu.pl:80/baztech/element/bwmeta1.element.baztech-9d5c1ff8-1e85-4c92-a446-260fdbc39755

Czasopismo

ECONTECHMOD : An International Quarterly Journal on Economics of Technology and Modelling Processes

Tytuł artykułu

A unified model of a spinning disc centrifugal spreader

Autorzy Przystupa, W.  Kostrzewa, M.  Murmyło, M. 
Treść / Zawartość
Warianty tytułu
Języki publikacji EN
Abstrakty
EN A mathematical model was built of the motion of fertilizer particles on the spinning disc and in the air. The Langevin’s stochastic differential equation was applied to describe the random disturbances affecting fertilizer particles moving on the disc spreader. The verification of experimental results showed good agreement with the simulation results obtained from the stochastic model. Our results bring new cognitive value in the field of process modeling of mineral fertilizers spreading with disc spreaders and can be used to improve the existing spreaders as well as to design new ones.
Słowa kluczowe
EN spinning disc   centrifugal fertilizer spreader   Langevin equation  
Wydawca Polish Academy of Sciences, Branch in Lublin
Czasopismo ECONTECHMOD : An International Quarterly Journal on Economics of Technology and Modelling Processes
Rocznik 2016
Tom Vol. 5, No 3
Strony 123--130
Opis fizyczny Bibliogr. 30 poz., rys., wykr., wz.
Twórcy
autor Przystupa, W.
autor Kostrzewa, M.
  • University of Life Sciences in Lublin, Faculty of Production Engineering Głęboka 28, 20-612 Lublin, Poland
autor Murmyło, M.
  • University of Life Sciences in Lublin, Faculty of Production Engineering Głęboka 28, 20-612 Lublin, Poland
Bibliografia
1. Adamčuk V.V. 2003. Theoretical investigation of the motion of the fertilizer particle on disc spreader. Tractors and farm machinery, 12: 28-31.
2. Adamčuk V.V. 2004. Fertilizer application with centrifugal fertilizer spreader. Tractors and farm machinery, 7: 31-33.
3. Davis J.B., Rice C.E. 1974. Predicting fertilizer distribution by a centrifugal distributor using CSMP, a simulation language. Transactions of the ASAE, 17(6): 1091-1093.
4. Dintwa E., Van Liedekerke P., Olieslagers R., Tijskens E., Ramon H. 2004. Model for simulation of particle flow on a centrifugal fertilizer spreader. Biosystems Engineering, 87(4): 407-415.
5. Dintwa E., Tijskens E., Olieslagers R., Baerdemaeker J., Ramon H. 2004. Calibration of a spinning disc spreader simulation model for accurate site-specific fertilizer application. Biosystems Engineering, 88(1): 49-62.
6. Griffis C.L., Ritter D.W., Matthews E.J. 1983. Simulation of rotary spreader distribution patterns. Transactions of the ASAE, 26(1): 33-37.
7. Hofstee J.W., Speelman L., Scheufler B. 1999. Fertilizer Distributors. CIGR Handbook of Agricultural Engineering. Vol. III, Plant Production Engineering. St. Joseph, MI: ASAE. pp. 240-268.
8. Jedwabiński Z. 1977. Optimization of working parameters of the centrifugal fertilizer spreader.Farm machinery and tractors, 11: 6-10.
9. Kacprzak P. 2008. Influence of technical-exploitation parameters of the centrifugal fertilizer spreader to the quality of fertilizer spreading. Phd. SGGW. Warszawa.
10. Kamiński E. 1983. Analysis of fertilizer spreader granules movement on spreading disc. IBMER. Warszawa.
11. Kamiński J.R. 1999. Method of estimation of the influence of parameters of scattering shields on the effectiveness of spreading. Phd. IBMER. Warszawa.
12. Kloeden P.E., Platen E., Schurz H. 2003. Numerical solution of SDE through computer experiments. Springer Verlag, Berlin.
13. Mądry W., Zieliński W., Rozbicki J., Wyszyński Z. 1999. Calibration and validation of crop simulation model perfomance. Annals of Agriculture Sciences, A114(1-2): 25-40.
14. Olieslagers R., Ramon H., Baerdemaeker J. 1996. Calculation of fertilizer distribution patterns from a spinning disc spreader by means of a simulation model. Journal Agricultural Engineering Research, 63(2): 137-152.
15. Parkin S., Basford B., Miller P. 2005. Spreading accuracy of solid urea fertilizers. Report for Defra Project NT2610.
16. Pitt R.E., Farmer G.S., Walker L.P. 1982. Approximating equations for rotary distributor spread patterns. Transactions of the ASAE, 25(6): 1544-1552.
17. Press W.A., Teukolsky S.A., Vetterling W.T., Flannery B.P. 1992. Numerical Recipes in Fortran. Cambridge University Press, Cambridge.
18. Przystupa W. 2005. Simutation of the motion of the fertilizer particles on disc spreader. Agricultural Engineering, 14: 301-308.
19. Przystupa W. 2006. Mathematical model of the motion of the fertilizer particle after leaving disc spreader. Agricultural Engineering, 6: 177-184.
20. Van Kampen N.G. 1990. Stochastic Processes in Physics and Chemistry. PWN. Warszawa.
21. Van Liedekerke P., Piron E., Vangeyte J., Villette S., Ramon H., Tijskens E. 2008. Recent results of experimentation and DEM modeling of centrifugal fertilizer spreading. Granular Matter, 10: 247-255.
22. Van Liedekerke P., Tijskens E., Dintwa E., Anthonis J., Ramon H. 2006. A discrete element model for simulation of a spinning disc fertilizer spreader I. Single particle simulations. Powder Technology, 170(2): 71-85.
23. Van Liedekerke P., Tijskens E., Dintwa E., Rioual F., Vangeyte J., Ramon H. 2008. DEM simulations of the particle flow on centrifugal fertilizer spreader. Powder Technology, 190(3): 348-360.
24. Van Liedekerke P., Tijskens E., Ramon H. 2009. Discrete element simulations of the influence of fertilizer physical properties on the spread pattern from spinning disc spreaders. Biosystems Engineering, 102(4): 392-405.
25. Villette S., Cointault F., Piron E., Chopinet B. 2005. Centrifugal spreading: an analytical model for the motion of fertilizer particles on a spinning disc. Biosystems Engineering, 92(2): 157-164.
26. Villette S., Cointault F., Piron E., Chopinet B. 2008. Centrifugal spreading of fertiliser: deducing three-dimensional velocities from horizontal outlet angles using computer vision. Biosystems Engineering, 99(4): 496-507.
27. Villette S., Cointault F., Zwaenepoel P., Martin R., Chopinet B., Paindavoine M. 2006. Centrifugal spreading: Extracting 3D outlet of velocity and flow distribution from motion blurred images. 2nd International Symposium on Centrifugal Fertilizer Spreading, 24-25 September. Montoldre. France.
28. Villette S., Gée C., Piron E., Martin R., Miclet D., Paindavoine M. 2010. Centrifugal fertiliser spreading: velocity and mass flow distribution measurement by image processing. AgEng 2010: International Conference on Agricultural Engineering. Clermont Ferrand. France.
29. Yildirim Y. 2006. Effect of vane number on distribution uniformity in single-disc rotary fertilizer spreaders. Applied Engineering in Agriculture, 22(5): 659-663.
30. Yildirim Y. 2006. Effect of cone angle revolution velocity of disc on fertilizer distribution uniformity in single-disc rotary fertilizer spreaders. Journal of Applied Sciences, 6(14): 2875-2881.
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