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应用SEIR模型预测2009年甲型H1N1流感流行趋势 被引量:7

Prediction of the epidemic trends of pandemic H1N1 2009, using SEIR model
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摘要 目的探讨SEIR模型预测甲型H1N1流感流行趋势的功效。方法利用国庆前北京市流感样病例数、流感样病例中甲型H1N1流感阳性率及二级以上医院流感样病例就诊率等参数估算甲型H1N1流感实际感染人数,基于传染病传播动力学,建立SEIR模型,对国庆后甲型H1N1流感的流行趋势及高峰达到时间进行预测,与甲型H1N1流感病原学监测结果进行比较,评价模型的预测效果。结果经SEIR模型估算,2009年北京市甲型H1N1流感的平均潜伏期约为1.51天,平均感染期为2.12天,基本再生数为1.28。病原学监测结果显示:2009年甲型H1N1流感于11月初达到高峰,而SEIR模型预测2009年甲型H1N1流感最晚将于12月4日达到高峰。结论SEIR模型可根据流感流行的初期监测数据预测其未来流行趋势。 Objective To explore the efficiency of SEIR model (susceptible, exposed, infectious and recovered model) for predicting the trend of pandemic H1N1 2008. Methods Data of the number of influenza-like illness cases( ILIs), pandemic influenza A (H1N1 ) 2009 positive rate among ILls and rate on clinical visit of ILIs before National Day ( October 1 ) were collected and analyzed to develop SEIR model for predicting the trend of pandemic H1N1 2009 after National Day, based on dynamics of infectious disease transmission. The results were compared with the results from and pandemic H1N1 2009 virologic surveil- lance data to evaluate the efficiency of SEIR model. Results The mean incubation period of pandemic H1N1 2009 was estimated 1.51 days, with a mean duration of infectiousness of 2. 12 days, and a mean basic reproductive number of 1.28. As shown in the virologic surveillance data, pandemic H1N1 2009 peaked in early November. However, SEIR model predicted that pandemic H1 N1 2009 would peak no later than December 4th. Conclusion SEIR model could be developed to predict the trend of pandemic influenza based on the early surveillance data.
出处 《国际病毒学杂志》 2011年第6期161-165,共5页 International Journal of Virology
基金 国家高技术研究发展计划(863计划)(2008AA022416),国家自然科学基金项目(91024030,90924302)
关键词 甲型H1N1流感 流行 预测 SEIR模型 Pandemic H1N1 2009 Epidemic Prediction SEIR model
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参考文献16

  • 1黄芳,石伟先,崔淑娟,钱海坤,Yan Li,邓瑛.北京地区2010年10月至2011年4月急性呼吸道感染病毒流行特征分析[J].国际病毒学杂志,2011,18(4):97-100. 被引量:72
  • 2Ng TW. Tufiniei G. Danchin A. A double epidemic model for the SARS propagation. BMC Infectious Diseases, 2003, 3:19.
  • 3Choi BCK, Pak AWP. A simpie approximate mathematical model to predict the number of severe acute respiratory syndrome cases and deaths. J Epidemiol Community Health, 2003, 57(10) :831-835.
  • 4段玮,杨鹏,张奕,刘爽,刘文婷,王全意.北京市中小学生甲型H1N1流感感染影响因素的病例对照研究[J].国际病毒学杂志,2011,18(1):11-14. 被引量:26
  • 5Matrajt L Jr, Longini IM. Optimizing vaccine allocation at different points in time during an epidemic. PLoS One. 2010, 5 ( 11 ) : e13767.
  • 6Tuite AR, Fisman DN, Kwong JC, Greer AL. Optimal pandemic influenza vaccine allocation strategies for the Canadian population.PLoS One, 2010, 5(5) : e10520.
  • 7王小莉,杨鹏,窦相峰,张奕,刘文婷,邓瑛,庞星火,贺雄,王全意.北京市2009年甲型H1N1流感实际感染人数的估算[J].中华流行病学杂志,2010,31(5):497-499. 被引量:27
  • 8Hethcote, H.W. The mathematics of infectious diseases. SIAM Review, 2000, 42(4) :599-653.
  • 9Yang Y, Sugimoto JD, Halloran ME, Basta NE, Chao DL, et al. The Transmissibility and Control of Pandemic Influenza A ( H1N1 ) Virus. Science. 729-733.
  • 10Fraser C, Donnelly C, Cauchemez S, et al. Pandemic potential of a strain of influenza A (H1N1): early findings. Science 2009, 324(5934) : 1557-1561.

二级参考文献23

  • 1朱汝南,钱渊,赵林清,邓洁,王芳,孙宇,廖斌.北京地区2004—2006年婴幼儿急性呼吸道感染中人偏肺病毒感染的研究[J].中华流行病学杂志,2007,28(7):679-682. 被引量:22
  • 2Centers for Disease Control and Prevention.Available at:http://www.cdc.gov/h1n1 flu/tools/impact2009/index.htm.
  • 3Reed C,Angulo FJ,Swerdlow DL,et al.Estimates of the prevalence of pandemic (H1N1) 2009,United States,April-July 2009.Emerg Infect Dis,2009,15:2004-2007.Available at:http://www.cdc.gov/eid/content/15/12/2004.htm.
  • 4Centers for Disease Control and Prevention.CDC estimates of 2009 H1N1 influenza cases,hospitalizations and deaths in the United States.April-October 17,2009.12 November 2009.[Accessed 27 November 2009].Available at:http://www.cdc.gov/h1n1 flu/estimates_2009_h1n1.htm.
  • 5Dongguan Daily.Permanent population in Beijing reached 16.33 million.http://epaper.timedg.com/html/2008-01/22/content_48953.htm.(in Chinese)东莞日报.北京常住人口1633万.http://epaper.timedg.com/html/2008-01/22/content_48953.htm.
  • 6Mead PS,Slutsker L,Dietz V,et al.Food-related illness and death in the United States.Emerg Infect Dis,1999,5:607-625.DOI:10.3201/eid0505.99050.
  • 7方来英.北京甲流流行强度下降累计有危重症病例541人.2009年度药学学术年会.http://www.cnr.cn/gundong/200912/t20091219_505781707.html.
  • 8World Health Organization.Use of the pandemic(H1N1) 2009 vaccines.30 October 2009.[Accessed 30 October 2009] Available at:http://www.who.int/csr/disease/swineflu/frequently_asked_questions/vaccine_preparedness/use/en/index.html.
  • 9Yang P,Duan W,Lv M,et al.Review of an influenza surveillance system,Beijing,People' s Republic of China.Emerg Infect Dis,2009,15(10):1603-1608.
  • 10WHO Influenza-like illness in the United States and Mexico 24 A- pril 2009 http://www, who. int/esr/don/2009 04 24/en/index. html.

共引文献116

同被引文献50

  • 1黄德生,关鹏,周宝森.SIR模型对北京市SARS疫情流行规律的拟合研究[J].疾病控制杂志,2004,8(5):398-401. 被引量:12
  • 2王一任,孙振球.医用综合评价方法研究进展[J].中南大学学报(医学版),2005,30(2):228-232. 被引量:116
  • 3刘庄.新发传染病[J].中国临床医生杂志,2006,34(3):6-8. 被引量:15
  • 4余雷,薛惠锋,高晓燕,李刚.基于元胞自动机的传染病传播模型研究[J].计算机工程与应用,2007,43(2):196-198. 被引量:30
  • 5姜启源,谢金星,叶俊.数学模型[M].北京:高等教育出版社,2011.
  • 6Tzeng GH. Compromise solution by MCDM methods A comparative a- nalysis of VIKOR and TOPSIS [ J ]. Eur J Operat Res,2004,156 ( 2 ) : 445 -455.
  • 7Lai YJ, Liu TY, HWang CL. TOPSIS for MODM [ J ]. Eur J Operat Res, 1994,76 (3) :486-500.
  • 8Tzeng GH. Compromise solution by MCDM methods A comparative a- nalysis of VIKOR and TOPSIS [ J ]. Eur J Operat Res,2004,156 ( 2 ) : 445 -455.
  • 9Lai YJ, Liu TY, HWang CL. TOPSIS for MODM [J] Eur J Operat Res, 1994,76 (3) :486-500.
  • 10Carpenter, Connie V. Agent-based modeling of seasonal popula- tion movement and the spread of the 1918-1919 flu the effect on a small community. Diss. University of Missouri--Columbia, 2004.

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