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通过体外观察到的反刍动物饲料产气曲线描述来估算其降解程度:模型比较

Estimating the extent of degradation of ruminant feeds from a description of their gas production profiles observed in vitro: comparison of models.

作者信息

Dhanoa M S, Lopez S, Dijkstra J, Davies D R, Sanderson R, Williams B A, Sileshi Z, France J

机构信息

Institute of Grassland and Environmental Research, Plas Gogerddan, Aberystwyth, UK.

出版信息

Br J Nutr. 2000 Feb;83(2):131-42. doi: 10.1017/s0007114500000179.

Abstract

An evaluation of general models that describe gas production profiles is presented. The models are derived from first principles by considering a simple three-pool scheme and permit the extent of ruminal degradation to be calculated, as described in the companion paper. The models evaluated were the generalized Mitscherlich, simple Mitscherlich, generalized Michaelis-Menten, simple Michaelis-Menten, Gompertz, and logistic. Five sets of gas production data consisting of 216 curves, obtained using a wide range of feeds (including straw, hay, silage, grain and various byproducts), were analysed to study the performance of these gas production models. Application of the non-sigmoidal models (simple Mitscherlich and Michaelis-Menten) to the data resulted in convergence problems and these models were found to be inadequate in many cases. Based on results of a pairwise comparison between models (variance ratio test), ranking of residual mean squares, lack-of-fit test, and of analyses of residuals, the generalized Mitscherlich and the generalized Michaelis-Menten models seemed particularly suited because of their flexibility to encompass sigmoidal and non-sigmoidal shapes of gas production profiles, whether symmetrical or not.

摘要

本文对描述气体产生曲线的通用模型进行了评估。这些模型是通过考虑一个简单的三池方案从第一原理推导出来的,并且如配套论文中所述,能够计算瘤胃降解程度。所评估的模型包括广义米氏模型、简单米氏模型、广义米氏-门坦模型、简单米氏-门坦模型、冈珀茨模型和逻辑模型。分析了五组包含216条曲线的气体产生数据,这些数据使用了广泛的饲料(包括秸秆、干草、青贮饲料、谷物和各种副产品)来研究这些气体产生模型的性能。将非S形模型(简单米氏模型和米氏-门坦模型)应用于数据时出现了收敛问题,并且发现这些模型在许多情况下并不适用。基于模型之间的成对比较结果(方差比检验)、残差均方的排序、失拟检验以及残差分析,广义米氏模型和广义米氏-门坦模型似乎特别适用,因为它们具有灵活性,能够涵盖气体产生曲线的S形和非S形形状,无论是否对称。

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