Mathematical modeling of fruit trees’ growth under scarce watering

As a consequence of the Global Warming, decrease in water resources is problem that affects agricultural systems worldwide. In particular, Warming has produced sustained precipitation Mediterranean-type climatic zones and more frequent presence droughts. A dry-and hot environment could negatively affect physiology fruit tree, compromising its growth development rates, especially, yield tree results from interactions between genotype, climate, soil, crop management, irrigation. This work theoretically studies dynamics trees with limited resource by mathematical model. system non-linear ordinary differential equations was used as method to describe growing phenomenon. qualitative analysis carried out, local global stability were obtained. The showed limitation compromises causing total loss tree.