Abstract
In the paper the mathematical model for investigation of soil fertility is constructed. The model is based on differential equations (simple and delayed), which allow to estimate agrochemical parameters and the dynamics of the organic matter in the soil.
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References
Bohner, M., Peterson, A.: Dynamic Equations on Time Scales, p. 320. Birkhäuser, Basel (2001)
Chertov, O.: Theoretical approaches to modeling the dynamics of soil organic matter. Soil Sci. 8, 937–946 (2013)
Curry, R.: Dynamic simulations of plant growth, development of a model. Trans. ASAE 14(5), 945–949 (1971)
Curry, R.B., Baker, C.H., Streeter, J.G.: SOYMOD I: a dynamic simulator of Soybean growth and development. Trans. ASAE 18(5), 0963–0968 (1975)
Monsi, M., Saeki, I.: über den lichtfaktor in den pflanzengesellschaften und seine bedeutung für die stoffproduktion. J. Jpn. Bot. 14(1), 38–48 (1953)
Riznichenko, G.: Mathematical models in biophysics and ecology, p. 184 (2003)
Rustamov, T.G., Aliyev, S.: A mathematical models the optimal irragation under optimal water resources. Int. J. Mod. Trends Eng. Res. (IJMTER) 5(10), 1–7 (2018)
Ryzhova, I.: System analysis and mathematical modeling of processes in soils, p. 312. Tomsk State University (2007)
Ryzhova, I.: Problems and prospects of dynamics modeling organic matter of soils. Agro Chem. 12, 71–80 (2011)
Sauer, R.: Simulation model for grassland primary producer phenology and biomass dynamics, vol. 152, pp. 1–97 (1975)
Shein, E.: Soil physics course, Moscow, p. 432 (2005)
Smagin, A.: Organizational dynamics modeling soil, Moscow, p. 120 (2001)
Tooming, H.: Solar radiation and crop formation, p. 194 (1997)
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Rustamov, Y., Gadjiev, T., Askerova, S. (2020). A Mathematical Model of Soil Fertility. In: Xu, J., Duca, G., Ahmed, S., GarcÃa Márquez, F., Hajiyev, A. (eds) Proceedings of the Fourteenth International Conference on Management Science and Engineering Management. ICMSEM 2020. Advances in Intelligent Systems and Computing, vol 1190. Springer, Cham. https://doi.org/10.1007/978-3-030-49829-0_38
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DOI: https://doi.org/10.1007/978-3-030-49829-0_38
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