Beta
377394

MATHEMATICAL MODELS TO EVALUATE THE PROBIOTIC EFFECT ON THE RUMINANT DIGESTIVE SYSTEM

Article

Last updated: 25 Dec 2024

Subjects

-

Tags

Feed additives and using of advancing sciences such as biotechnology, information technology and nanotechnolog in animal nutrition.

Abstract

To investigate probiotic, rumen, and host digestive physiology interactions, mathematical models are effective. These models measure how probiotics alter ruminant pH, microbial proliferation, and nutrient absorption. Mathematical models for ruminant digestive system probiotic effects are reviewed in this work. The effects of probiotics on ruminants' digestive tracts are studied using mathematical models that account for biological processes, microbial interactions, and nutritional metabolism. These models can separate rumen, intestinal, and probiotic colonization processes. These models predict probiotic strain growth, food metabolism, host-microbe interactions, parameterization, and validation. Rumen bacteria, protozoa, fungus, and archaea break down complex plant components for digestion. Explaining and predicting probiotic effects requires mathematical models of microbial growth and fermentation. Microbial growth and fermentation optimize digestive efficiency and health, and dynamic models address time-dependent microbial population and substrate concentration variations. Estimating probiotic strain counts and rumen microbe interactions requires models. VFA and methane production are used to evaluate probiotic therapy. To maximize effects, probiotic therapy time and dose are optimized. The Monod Kinetics model investigates cellulolytic bacteria that degrade rumen fiber. This model depicts how probiotics break down hemicellulose and cellulose to help ruminants utilize vegetable nutrients. Colonic Lactobacillus species, especially lactate-producing ones, are studied under the Gompertz model. Dynamic modeling of rumen microbial interactions helps explain and predict probiotic effects on fermentation. The model shows how feeding A. bovis probiotics impacts rumen microbial populations and fermentation products. The simulation reveals increased cellulolytic bacterial populations, substrate use, VFA production, and pH stability. Enhanced fiber degradation, cellulose utilization, total VFA generation, and pH stability. Finally, simulations show how probiotics alter rumen fermentation, boosting nutrition and greenhouse gas mitigation. Complete probiotic effects on the ruminant digestive system can be assessed using multi-scale models. This method models complex rumen interactions at the molecular, cellular, and ecological levels. Multiscale research from microbial kinetics to animal performance can help researchers understand how probiotics effect rumen fermentation, nutrient absorption, and animal health. Molecular, cellular, ecological, and animal scales are modelled. The integration plan includes model coupling, data flow, feedback loops, and animal performance data to improve ecological and cellular models. Experimental data calibrates model parameters at all scales, whereas simulations show dynamic changes over time.

DOI

10.21608/ejnf.2024.377394

Keywords

Mathematical Models, probiotic, DIGESTIVE SYSTEM, ruminant

Authors

First Name

H.

Last Name

Gado

MiddleName

M.

Affiliation

Animal Production Department, Faculty of Agriculture, Ain Shams University, Egypt.

Email

-

City

-

Orcid

-

Volume

27

Article Issue

2

Related Issue

50133

Issue Date

2024-08-01

Receive Date

2024-08-31

Publish Date

2024-08-01

Page Start

129

Page End

138

Print ISSN

1110-6360

Link

https://ejnf.journals.ekb.eg/article_377394.html

Detail API

https://ejnf.journals.ekb.eg/service?article_code=377394

Order

377,394

Type

Original Article

Type Code

1,061

Publication Type

Journal

Publication Title

Egyptian Journal of Nutrition and Feeds

Publication Link

https://ejnf.journals.ekb.eg/

MainTitle

MATHEMATICAL MODELS TO EVALUATE THE PROBIOTIC EFFECT ON THE RUMINANT DIGESTIVE SYSTEM

Details

Type

Article

Created At

25 Dec 2024