Key Laboratory of Urban Land Resources Monitoring and Simulation, Ministry of Natural Resources, Shenzhen, China.
Department of Integrative Biology, The University of Texas at Austin, Austin, TX, United States of America.
PLoS One. 2020 Jun 16;15(6):e0234619. doi: 10.1371/journal.pone.0234619. eCollection 2020.
The dynamics of infectious diseases propagating in populations depends both on human interaction patterns, the contagion process and the pathogenesis within hosts. The immune system follows a circadian rhythm and, consequently, the chance of getting infected varies with the time of day an individual is exposed to the pathogen. The movement and interaction of people also follow 24-hour cycles, which couples these two phenomena. We use a stochastic metapopulation model informed by hourly mobility data for two medium-sized Chinese cities. By this setup, we investigate how the epidemic risk depends on the difference of the clocks governing the population movement and the immune systems. In most of the scenarios we test, we observe circadian rhythms would constrain the pace and extent of disease emergence. The three measures (strength, outward transmission and introduction speeds) are highly correlated with each other. For example of the Yushu City, outward transmission speed and introduction speed are correlated with a Pearson's correlation coefficient of 0.83, and the speeds correlate to strength with coefficients of -0.85 and -0.75, respectively (all have p < 0.05), in simulations with no circadian effect and R0 = 1.5. The relation between the circadian rhythms of the immune system and daily routines in human mobility can affect the pace and extent of infectious disease spreading. Shifting commuting times could mitigate the emergence of outbreaks.
传染病在人群中传播的动态既取决于人际互动模式、传染过程和宿主内的发病机制,也取决于宿主的免疫系统的昼夜节律。因此,个体接触病原体的时间会影响其感染的机会。人们的流动和互动也遵循 24 小时的周期,这将这两种现象联系在一起。我们使用了一个由两小时的流动数据提供信息的随机化元种群模型来研究这两个现象。通过这种设置,我们研究了人口流动和免疫系统的时钟差异如何影响传染病的风险。在我们测试的大多数场景中,我们观察到昼夜节律会限制疾病爆发的速度和程度。三个度量(强度、外向传播和引入速度)彼此高度相关。例如,在没有昼夜节律影响和 R0 = 1.5 的情况下,模拟玉树市的外向传播速度和引入速度与 Pearson 相关系数为 0.83,而速度与强度的相关系数分别为-0.85 和-0.75(所有 p < 0.05)。免疫系统的昼夜节律与人类流动的日常作息之间的关系会影响传染病的传播速度和程度。改变通勤时间可以减轻疫情的爆发。