Mathematical modeling applied to ruminal digestion and gas production in vitro


  • João Rafael de Assis Universidade Federal de Mato Grosso
  • Aline Cardoso Mota Assis Universidade do Estado de Mato Grosso
  • Geferson Antonio Fernandes Universidade Federal de Mato Grosso



Ruminal kinetics, Mathematical models, Exponential and logistic equations


The ruminal digestion performed by ruminants is one of the essential and most important processes for the use of dietary nutrients. However, the use of mathematical models applied to digestion kinetics has been widely applied to provide prediction of animal performance, maximize the use of nutrients and reduce nutritional losses due to excreta and a reduction in the cost of animal production. In this context, it aimed to conduct a literature review on the use of mathematical models and to analyze comparisons of different models to predict ruminal digestion. The in vitro gas production technique provides direct measurement of the ruminal digestion rate associated with gas production and the respective gravimetric measurement of the food or diet under test. Nonlinear models are chosen to evaluate ruminal digestion due to a better interpretation of biological parameters; they produce exponential and sigmoidal growth equations. However, the most suitable model for evaluation depends on the type of food or diet. The two-compartment logistical model presents a better adjustment of the gas production curve, mainly for foods with a high proportion of fiber. Among this, single-compartment models can be well applied to evaluate the degradation kinetics of foods with low fibrous carbohydrate content. Therefore, the choice of the most appropriate model is up to the researcher to assess which model best suits the chemical-chemical composition of the food or diet.



Como Citar

Assis, J. R. de ., Assis, A. C. M. ., & Fernandes, G. A. . (2021). Mathematical modeling applied to ruminal digestion and gas production in vitro. Scientific Electronic Archives, 14(4).



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