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黄曲霉及其他微生物的非对数死亡率计算

Nonlogarithmic death rate calculations for Byssochlamys fulva and other microorganisms.

作者信息

King A D, Bayne H G, Alderton G

出版信息

Appl Environ Microbiol. 1979 Mar;37(3):596-600. doi: 10.1128/aem.37.3.596-600.1979.

Abstract

Survivor curves for heat-resistant ascospores of Byssochlamys fulva exposed to lethal heat were nonlogarithmic. At lower heating temperatures, the log survivor curves were characterized by a shoulder plus an accelerating death rate; with increased temperatures, the rate approached logarithmic death. The formula (log No -- log N)a = kt + C was adapted to linearize these data. No and N are the initial and surviving numbers of organisms at the time t. The death rate is given by k, and C is a constant for a set of data. The a value is derived from the least-squares slope of a plot of log (log No -- log N) against log time and is used to linearize the thermal death rate curves. This formula permitted calculations of parameters analogous to those for logarithmic death (D and z). Use of formula is illustrated for selected nonlinear microbial death rate curves from the literature.

摘要

暴露于致死高温下的黄丝衣霉耐热子囊孢子的存活曲线并非对数曲线。在较低加热温度下,对数存活曲线的特征是有一个肩部加上加速的死亡率;随着温度升高,死亡率接近对数死亡。公式(log No – log N)a = kt + C 被用来使这些数据线性化。No 和 N 分别是时间 t 时生物体的初始数量和存活数量。死亡率由 k 给出,C 是一组数据的常数。a 值从 log(log No – log N) 对 log 时间的图的最小二乘斜率得出,用于使热死亡率曲线线性化。该公式允许计算类似于对数死亡(D 和 z)的参数。文中通过文献中选定的非线性微生物死亡率曲线说明了该公式的应用。

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