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将防御机制纳入剂量反应估计的建模。

Modeling to incorporate defense mechanisms into the estimation of dose responses.

作者信息

Sielken R L, Stevenson D E

机构信息

Sielken, Inc., Bryan, TX, USA.

出版信息

Environ Health Perspect. 1998 Feb;106 Suppl 1(Suppl 1):341-8. doi: 10.1289/ehp.98106s1341.

Abstract

Several adverse health effects (including cancer and noncancer effects) may be the result of an imbalance between exogenous and endogenous invading substances and defense mechanisms. In these cases the probability of an adverse effect depends on how much the exposure to a substance increases or decreases the number of defenders or their efficiency as well as increasing or decreasing the number of invaders. Rather than using a dose scale such as parts per million or milligram/kilogram/day in these cases, dose-response models can directly incorporate the impact of defense mechanisms by using a dose scale that corresponds to the number of invaders that break through the defenders and become free to do their damage. The number of breakthroughs at a specific age, the cumulative number of breakthroughs by a specific age, or the cumulative number of breakthroughs in a window of time would usually be the appropriate age-dependent dose. Although a lifetime average daily dose level can be used as a surrogate for an age-dependent dose in simplistic dose-response models, the age-dependent dose itself can be used in more biologically based models that include time, reflect the key role of feedback mechanisms, and treat the human body as an age-dependent dynamic system responding to internal and external stimuli and not as a system at equilibrium. Some illustrative biologic examples of defense mechanisms and invader-defender interactions are presented. Several numerical examples are given in which the dose incorporates the age-dependent effects of a substance on the number of invaders, the number of defenders, and/or the defenders' efficiencies.

摘要

几种不良健康影响(包括癌症和非癌症影响)可能是外源性和内源性入侵物质与防御机制之间失衡的结果。在这些情况下,不良影响的概率取决于接触某种物质会使防御者的数量增加或减少多少,或者其效率如何,以及入侵物质数量的增减情况。在这些情况下,剂量反应模型不是使用百万分之一或毫克/千克/天等剂量单位,而是通过使用一种与突破防御者并能够造成损害的入侵物质数量相对应的剂量单位,直接纳入防御机制的影响。特定年龄的突破数量、特定年龄的累计突破数量或一段时间内的累计突破数量通常将是合适的年龄依赖性剂量。尽管在简单的剂量反应模型中,终身平均每日剂量水平可以用作年龄依赖性剂量的替代指标,但年龄依赖性剂量本身可用于更基于生物学的模型中,这些模型包含时间因素、反映反馈机制的关键作用,并将人体视为一个随年龄变化的动态系统,该系统对内部和外部刺激作出反应,而不是处于平衡状态的系统。文中给出了一些防御机制以及入侵物质与防御者相互作用的生物学示例。还给出了几个数值示例,其中剂量纳入了某种物质对入侵物质数量、防御者数量和/或防御者效率的年龄依赖性影响。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/0401/1533283/57a20f21bc2f/envhper00536-0344-a.jpg

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