A general parameterized mathematical food web model that predicts a stable green world in the terrestrial ecosystem
Kotaro Konno

TL;DR
This paper introduces a parameterized mathematical model of terrestrial food webs that predicts herbivore and carnivore biomass densities, explaining the stability of the green world and aligning with empirical data.
Contribution
It presents a novel, parameterized model capable of predicting absolute biomass densities in terrestrial food webs, integrating ecological factors and explaining the stability of the green world.
Findings
Model predicts stable low herbivore biomass in terrestrial ecosystems.
Good agreement between model predictions and empirical biomass data.
Plant nutritive value correlates with herbivory intensity and defense mechanisms.
Abstract
Terrestrial ecosystems are generally green and only a small part (<10%) of the plant matter is consumed by herbivores annually,but the reason has been unclear due to the lack of food web models for predicting the absolute herbivore biomass in physical units. Here, I present a simple parameterized mathematical food web model that can predict the biomass density of herbivores h (kg protein/m3) and carnivores c from ecological factors such as the nutritive values of plants np (kg protein/m3), herbivores nh, and carnivores nc, searching efficiency (volume) of carnivores S (/day), eating efficiency (speed) of herbivores eh (/day) and carnivores ec, respiratory decrease in herbivore and carnivore biomasses, dh (/day) and dc, absorption efficiency of herbivores and carnivores h (ratio) and c, and probabilities of carnivores preying on herbivores or carnivores, Phc (ratio) and Pcc.The model…
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