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一种用于结合动物生长和能量摄入的新数学模型:以生长猪为例。

A new mathematical model for combining growth and energy intake in animals: the case of the growing pig.

机构信息

Section of Nutrition, Department of Basic Animal and Veterinary Sciences, Faculty of Life Sciences, University of Copenhagen, Frederiksberg, Denmark.

出版信息

J Theor Biol. 2009 Nov 21;261(2):165-75. doi: 10.1016/j.jtbi.2009.07.039. Epub 2009 Aug 6.

Abstract

A simultaneous model for analysis of net energy intake and growth curves is presented, viewing the animal's responses as a two dimensional outcome. The model is derived from four assumptions: (1) the intake is a quadratic function of metabolic weight; (2) the rate of body energy accretion represents the difference between intake and maintenance; (3) the relationship between body weight and body energy is allometric and (4) animal intrinsic variability affects the outcomes so the intake and growth trajectories are realizations of a stochastic process. Data on cumulated net energy intake and body weight measurements registered from weaning to maturity were available for 13 pigs. The model was fitted separately to 13 datasets. Furthermore, slaughter data obtained from 170 littermates was available for validation of the model. The parameters of the model were estimated by maximum likelihood within a stochastic state space model framework where a transform-both-sides approach was adopted to obtain constant variance. A suitable autocorrelation structure was generated by the stochastic process formulation. The pigs' capacity for intake and growth were quantified by eight parameters: body weight at maximum rate of intake (149-281 kg); maximum rate of intake (25.7-35.7 MJ/day); metabolic body size exponent (fixed: 0.75); the daily maintenance requirement per kg metabolic body size (0.232-0.303 MJ/(day x kg(0.75))); reciprocal scaled energy density (0.192-0.641 kg/MJ(theta(6)) ; a dimensional exponent, theta(6) (0.730-0.867); coefficient for animal intrinsic variability in intake (0.120-0.248 MJ(0.5)) and coefficient for animal intrinsic variability in growth (0.029-0.065 kg(0.5)). Model parameter values for maintenance requirements and body energy gains were in good agreement with those obtained from slaughter data. In conclusion, the model provides biologically relevant parameter values, which cannot be derived by traditional analysis of growth and energy intake data.

摘要

提出了一种用于分析净能摄入和生长曲线的同时模型,将动物的反应视为二维结果。该模型基于四个假设得出:(1)摄入量是代谢体重的二次函数;(2)体能积累率代表摄入与维持之间的差异;(3)体重与体能之间的关系是异速生长的;(4)动物内在变异性影响结果,因此摄入和生长轨迹是随机过程的实现。从断奶到成熟,可获得 13 头猪的累计净能摄入和体重测量数据。该模型分别拟合 13 个数据集。此外,还获得了 170 个同窝仔的数据进行模型验证。使用最大似然法在随机状态空间模型框架内估计模型的参数,其中采用双边变换方法获得常数方差。通过随机过程公式生成合适的自相关结构。通过八个参数来量化猪的摄入和生长能力:最大摄入率时的体重(149-281 千克);最大摄入率(25.7-35.7 MJ/天);代谢体重指数(固定:0.75);每公斤代谢体重的每日维持需求(0.232-0.303 MJ/(天 x kg(0.75)));倒数比例能量密度(0.192-0.641 kg/MJ(theta(6)));维度指数 theta(6)(0.730-0.867);摄入动物内在变异性系数(0.120-0.248 MJ(0.5))和生长动物内在变异性系数(0.029-0.065 kg(0.5))。维持需求和体能增益的模型参数值与屠宰数据获得的值非常吻合。总之,该模型提供了具有生物学意义的参数值,这些值无法通过传统的生长和能量摄入数据分析得出。

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