Skrable K W, Chabot G E, French C S, La Bone T R
University of Lowell, MA 01854.
Health Phys. 1988 Dec;55(6):933-50. doi: 10.1097/00004032-198812000-00009.
This paper describes a way of obtaining and gives applications of intake retention functions. These functions give the fraction of an intake of radioactive material expected to be present in a specified bioassay compartment at any time after a single acute exposure or after onset of a continuous exposure. The intake retention functions are derived from a multicompartmental model and a recursive catenary kinetics equation that completely describe the metabolism of radioelements from intake to excretion, accounting for the delay in uptake from compartments in the respiratory and gastrointestinal tracts and the recycling of radioelements between systemic compartments. This approach, which treats excretion as the 'last' compartment of all catenary metabolic pathways, avoids the use of convolution integrals and provides algebraic solutions that can be programmed on hand held calculators or personal computers. The estimation of intakes and internal radiation doses and the use of intake retention functions in the design of bioassay programs are discussed along with several examples.
本文描述了一种获取摄入滞留函数的方法及其应用。这些函数给出了在单次急性暴露后或持续暴露开始后的任何时间,预期存在于特定生物测定隔室中的放射性物质摄入量的分数。摄入滞留函数源自一个多隔室模型和一个递归链状动力学方程,该方程完整地描述了放射性元素从摄入到排泄的代谢过程,考虑了呼吸道和胃肠道隔室摄取的延迟以及放射性元素在全身隔室之间的循环。这种将排泄视为所有链状代谢途径的“最后”隔室的方法,避免了使用卷积积分,并提供了可以在手持计算器或个人计算机上编程的代数解。文中还通过几个例子讨论了摄入量和内照射剂量的估算以及摄入滞留函数在生物测定程序设计中的应用。