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首页> 外文期刊>Computational biology and chemistry >A model of tuberculosis transmission and intervention strategies in an urban residential area
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A model of tuberculosis transmission and intervention strategies in an urban residential area

机译:城市居民区结核病传播和干预策略的模型

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摘要

The model herein aims to explore the dynamics of the spread of tuberculosis (TB) in an informal settlement or township. The population is divided into households of various sizes and also based on commuting status. The model dynamics distinguishes between three distinct social patterns: the exposure of commuters during travel, random diurnal interaction and familial exposure at night. Following the general SLIR models, the population is further segmented into susceptible (S), exposed/latently infected (L), active/infectious (1), and recovered (R) individuals. During the daytime, commuters travel on public transport, while non-commuters randomly interact in the community to mimic chance encounters with infectious persons. At night, each family interacts and sleeps together in the home. The risk of exposure to TB is based on the proximity, duration, and frequency of encounters with infectious persons. The model is applied to a hypothetical population to explore the effects of different intervention strategies including vaccination, wearing of masks during the commute, prophylactic treatment of latent infections and more effective case-finding and treatment. The most important findings of the model are: (1) members of larger families are responsible for more disease transmissions than those from smaller families, (2) daily commutes on public transport provide ideal conditions for transmission of the disease, (3) improved diagnosis and treatment has the greatest impact on the spread of the disease, and (4) detecting TB at the first clinic visit, when patients are still smear negative, is key.
机译:本文中的模型旨在探讨非正式居住区或城镇中结核病(TB)传播的动态。人口分为各种规模的家庭,并根据通勤状况划分。模型动力学区分了三种不同的社会模式:通勤者在旅途中的暴露,随机的昼夜互动和夜间的家庭暴露。按照一般的SLIR模型,将种群进一步细分为易感(S),暴露/潜伏感染(L),活动/感染(1)和恢复(R)个体。在白天,通勤者乘坐公共交通工具出行,而非通勤者在社区中随机互动,以模仿与感染者的偶然相遇。到了晚上,每个家庭都会互动并一起睡在家里。结核病暴露的风险取决于与感染者接触的时间,距离和持续时间。该模型适用于假设人群,以探讨不同干预策略的效果,包括接种疫苗,上下班时戴口罩,对潜在感染的预防性治疗以及更有效的病例发现和治疗。该模型最重要的发现是:(1)大家庭成员比小家庭成员造成的疾病传播更多;(2)公共交通工具上的日常通勤为疾病传播提供了理想条件;(3)诊断得到改善并且治疗对疾病的传播影响最大,(4)在患者仍被涂片检查阴性时,在第一次门诊就诊时发现结核病是关键。

著录项

  • 来源
    《Computational biology and chemistry》 |2010年第2期|86-96|共11页
  • 作者单位

    Department of Chemical and Biomolecular Engineering, University of Nebraska-Lincoln, Lincoln, NE 68588-0643, United States;

    Department of Chemical and Biomolecular Engineering, University of Nebraska-Lincoln, Lincoln, NE 68588-0643, United States;

    Department of Chemical and Biomolecular Engineering, University of Nebraska-Lincoln, Lincoln, NE 68588-0643, United States;

    Department of Internal Medicine, University of Nebraska Medical Center, Omaha, NE 68198-5400. United States;

    Department of Chemical and Biomolecular Engineering, University of Nebraska-Lincoln, Lincoln, NE 68588-0643, United States Department of Internal Medicine, University of Nebraska Medical Center, Omaha, NE 68198-5400. United States;

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  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

    mathematical model; tuberculosis; multiple cluster; urban community; commute;

    机译:数学模型;结核;多集群城市社区;通勤;

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