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用于估算稳态和非稳态系统中牛奶摄入量和产量的分析程序。

Analytical procedures for estimating milk intake and yield in steady-state and nonsteady-state systems.

作者信息

Holleman D F, White R G, Lambert P J

机构信息

Institute of Arctic Biology, University of Alaska, Fairbanks 99775.

出版信息

J Dairy Sci. 1988 May;71(5):1189-97. doi: 10.3168/jds.S0022-0302(88)79673-3.

Abstract

A tracer method for determining milk intake, introduced earlier, was based on the transfer of tritiated water from a lactating female to a nuring offspring via milk. The analysis of the tracer data assumed a steady state system, i.e., the total body water of the offspring was assumed to be constant over the measurement period. This paper discusses the potential errors in the milk intake estimates in applications where steady-state does not exist. Three analytical procedures are considered and include the application of 1) steady state equations for a nonsteady-state system, 2) analytical solutions to nonsteady-state equations, and 3) a computer modeling program, SAAM-27. The application of steady-state equations is the simplest procedure and may yield acceptable estimates if the growth rate of the nuring offspring is low. The analytical solution procedure yields acceptable estimates at high growth rates of the nursing offspring but becomes unacceptable at low growth rates. The SAAM program requires sophisticated computer hardware and programming; however, the procedure yields the best estimates of milk intake in applications ranging from steady-state to high growth rates.

摘要

一种早期引入的用于测定乳汁摄入量的示踪方法,是基于氚标记水从泌乳母兽通过乳汁转移到哺乳幼崽体内。对示踪数据的分析假定为稳态系统,即假定在测量期间幼崽的总体水含量保持恒定。本文讨论了在不存在稳态的应用中乳汁摄入量估计值的潜在误差。考虑了三种分析程序,包括应用1)非稳态系统的稳态方程,2)非稳态方程的解析解,以及3)计算机建模程序SAAM - 27。稳态方程的应用是最简单的程序,如果哺乳幼崽的生长速率较低,可能会得出可接受的估计值。解析解程序在哺乳幼崽生长速率较高时能得出可接受的估计值,但在生长速率较低时则不可接受。SAAM程序需要复杂的计算机硬件和编程;然而,该程序在从稳态到高生长速率的各种应用中能得出乳汁摄入量的最佳估计值。

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