Gaylor D W, Slikker W
U.S. Food and Drug Administration, National Center for Toxicological Research, Jefferson, Arkansas 72079.
Risk Anal. 1994 Jun;14(3):333-8. doi: 10.1111/j.1539-6924.1994.tb00249.x.
The regulation of noncancer toxicants, including neurotoxicants, has usually been based upon a reference dose (allowable daily intake). A reference dose is obtained by dividing a no-observed-effect level by uncertainty (safety) factors to account for intraspecies and interspecies sensitivities to a chemical. It is assumed that the risk at the reference dose is negligible, but no attempt generally is made to estimate the risk at the reference dose. A procedure is outlined that provides estimates of risk as a function of dose. The first step is to establish a mathematical relationship between a biological effect and the dose of a chemical. Knowledge of biological mechanisms and/or pharmacokinetics can assist in the choice of plausible mathematical models. The mathematical model provides estimates of average responses as a function of dose. Secondly, estimates of risk require selection of a distribution of individual responses about the average response given by the mathematical model. In the case of a normal or lognormal distribution, only an estimate of the standard deviation is needed. The third step is to define an adverse level for a response so that the probability (risk) of exceeding that level can be estimated as a function of dose. Because a firm response level often cannot be established at which adverse biological effects occur, it may be necessary to at least establish an abnormal response level that only a small proportion of individuals would exceed in an unexposed group. That is, if a normal range of responses can be established, then the probability (risk) of abnormal responses can be estimated.(ABSTRACT TRUNCATED AT 250 WORDS)
对包括神经毒物在内的非致癌毒物的监管通常基于参考剂量(每日允许摄入量)。参考剂量是通过将未观察到效应的水平除以不确定性(安全)因子来获得的,以考虑物种内和物种间对某种化学物质的敏感性。假定在参考剂量下的风险可忽略不计,但一般不会尝试估计参考剂量下的风险。本文概述了一种根据剂量估算风险的程序。第一步是建立生物效应与化学物质剂量之间的数学关系。生物机制和/或药代动力学知识有助于选择合理的数学模型。该数学模型可根据剂量估算平均反应。其次,风险估算需要选择围绕数学模型给出的平均反应的个体反应分布。对于正态分布或对数正态分布,仅需要标准差的估计值。第三步是定义反应的不良水平,以便能够根据剂量估算超过该水平的概率(风险)。由于通常无法确定发生不良生物效应的确切反应水平,因此可能至少需要确定一个异常反应水平,在未接触组中只有一小部分个体可能超过该水平。也就是说,如果能够确定正常反应范围,那么就可以估算异常反应的概率(风险)。(摘要截取自250字)