Es el estudio de los sistemas agrícolas desde el análisis del proceso y ciclaje de nutrientes en el suelo para el desarrollo de las plantas y su relación con los microorganismos. De igual forma involucra el conocimiento de las propiedades físicas y químicas del suelo.
Ejemplos:
![data:image/jpeg;base64,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](http://comunidad.udistrital.edu.co/semillerokaizen/files/2021/05/suelos.jpg)
Análisis de la calidad microbiológica de los suelos.
![https://agroingeniacanarias.com/wp-content/uploads/2018/02/Cultivos.png](http://comunidad.udistrital.edu.co/semillerokaizen/files/2021/05/Cultivos-300x176.png)
Permite proponer estrategias para la fertilización y control de plagas en los agrosistemas.