Deterministic models of inhalational anthrax in New Zealand white rabbits.

Bradford Gutting
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Abstract

Computational models describing bacterial kinetics were developed for inhalational anthrax in New Zealand white (NZW) rabbits following inhalation of Ames strain B. anthracis. The data used to parameterize the models included bacterial numbers in the airways, lung tissue, draining lymph nodes, and blood. Initial bacterial numbers were deposited spore dose. The first model was a single exponential ordinary differential equation (ODE) with 3 rate parameters that described mucociliated (physical) clearance, immune clearance (bacterial killing), and bacterial growth. At 36 hours postexposure, the ODE model predicted 1.7×10⁷ bacteria in the rabbit, which agreed well with data from actual experiments (4.0×10⁷ bacteria at 36 hours). Next, building on the single ODE model, a physiological-based biokinetic (PBBK) compartmentalized model was developed in which 1 physiological compartment was the lumen of the airways and the other was the rabbit body (lung tissue, lymph nodes, blood). The 2 compartments were connected with a parameter describing transport of bacteria from the airways into the body. The PBBK model predicted 4.9×10⁷ bacteria in the body at 36 hours, and by 45 hours the model showed all clearance mechanisms were saturated, suggesting the rabbit would quickly succumb to the infection. As with the ODE model, the PBBK model results agreed well with laboratory observations. These data are discussed along with the need for and potential application of the models in risk assessment, drug development, and as a general aid to the experimentalist studying inhalational anthrax.

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新西兰白兔吸入性炭疽的确定性模型。
针对新西兰白(NZW)兔吸入艾姆斯菌株炭疽杆菌后的吸入性炭疽建立了描述细菌动力学的计算模型。用于模型参数化的数据包括呼吸道、肺组织、引流淋巴结和血液中的细菌数量。初始细菌数量是孢子剂量的沉积。第一个模型是单指数常微分方程(ODE),有 3 个速率参数,分别描述粘膜(物理)清除、免疫清除(细菌杀灭)和细菌生长。暴露后 36 小时,ODE 模型预测兔子体内的细菌数量为 1.7×10⁷,这与实际实验数据(36 小时内细菌数量为 4.0×10⁷)完全吻合。接下来,在单一 ODE 模型的基础上,建立了一个基于生理的生物动力学(PBBK)分区模型,其中一个生理分区是气道管腔,另一个是兔子身体(肺组织、淋巴结、血液)。这两个区间通过一个描述细菌从呼吸道进入体内的运输参数连接起来。PBBK 模型预测,36 小时后兔子体内的细菌数量为 4.9×10⁷,45 小时后模型显示所有清除机制都已饱和,这表明兔子很快就会被感染。与 ODE 模型一样,PBBK 模型的结果与实验室观察结果非常吻合。本文讨论了这些数据,以及这些模型在风险评估、药物开发和作为研究吸入性炭疽的实验人员的一般辅助工具方面的必要性和潜在应用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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