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苏州市恶性肿瘤日死亡率与大气主要污染物的关系
引用本文:杨海兵,葛明,洪梅,贾秋放,华一江,倪攀,陆学奎,陆颂文. 苏州市恶性肿瘤日死亡率与大气主要污染物的关系[J]. 环境与职业医学, 2010, 0(6): 353-355,359
作者姓名:杨海兵  葛明  洪梅  贾秋放  华一江  倪攀  陆学奎  陆颂文
作者单位:[1]苏州市疾病预防控制中心环境卫生科,江苏苏州215004 [2]苏州市环境监测中心,江苏苏州215004 [3]苏州市立医院,江苏苏州215003
基金项目:苏州市科学技术局项目(编号:SS0722)
摘    要:[目的]探讨大气主要污染物对居民恶性肿瘤日死亡率的影响。[方法]收集2002~2007年苏州地区恶性肿瘤日死亡人数和大气中可吸入颗粒物(PM10)、二氧化硫(SO2)、二氧化氮(NO2)以及一氧化碳(CO)等污染物日平均浓度,经时间序列法平稳化后,再运用多元线性回归法进行相关性和确定性分析。[结果](1)该地区居民恶性肿瘤日死亡率与7天前(1ag7)的大气中SO2、NO2及当日(1ag0)PM10平均浓度存在相关(P〈0.05),其中S02和PM10每升高10μg/m^3,恶性肿瘤死亡的相对危险度(RR)和95%可信区间(Cl)分别为1.004(1.003~1.006,P〈0.01)和1.001(1.000~1.002,P〈0.05),日死亡率分别上升0.44%(0.29%~0.60%)和0.10%(0.01%-0.19%);而N02则呈负相关(P〈0.01)。(2)居民恶性肿瘤日死亡率与大气污染物日平均浓度存在线性回归(P〈0.05),回归方程为:y=4.985+3.963[SO2]-2.878[N02]+0.577[PM10];模型预测的结果比较准确。(3)自变量SO2浓度标化后的偏回归系数为0.392,对应变量恶性肿瘤日死亡率的影响最大。[结论]该地区居民恶性肿瘤日死亡率与大气中SO2和PM10日平均水平呈正相关,与NO2则呈负相关;控制该地区SO2的污染水平可能有利于降低居民恶性肿瘤死亡率。

关 键 词:恶性肿瘤  日死亡率  大气  污染物  低污染区

Relation between the Daily Mortality of Malignant Tumor and the Air Pollutant in Suzhou
YANG Hai-bing,GE Ming,HONG Mei,JIA Qiu-fang,HUA Yi-jiang,NI Pan,LU Xue-kui,LU Song-wen. Relation between the Daily Mortality of Malignant Tumor and the Air Pollutant in Suzhou[J]. Journal of Environmental & Occupational Medicine, 2010, 0(6): 353-355,359
Authors:YANG Hai-bing  GE Ming  HONG Mei  JIA Qiu-fang  HUA Yi-jiang  NI Pan  LU Xue-kui  LU Song-wen
Affiliation:1.Suzhou Center for Disease Control and Prevention, Suzhou, Jiangsu 215004, China; 2.Suzhou Center for Environmental Monitoring, Suzhou, Jiangsu 215004, China; 3. Suzhou Municipal Hospital, Suzhou, Jiangsu 215004, China )
Abstract:[ Objective ] To investigate the effect of the main atmospheric pollutants on the mortality of malignanttumor in Suzhou City. [ Methods ] The daily death cases due to malignant tumor and daily average air concentration of inhaled particulate matter ( PM10 ), sulfur dioxide ( SO2 ), nitrogen dioxide ( NO2 ) and carbon monoxide ( CO ) were collected; then the relationship between them was analyzed with methods of time series and muhiple linear regression. [ Results ] ( 1 )There were significant correlations between the daily mortality of malignant tumor and the daily mean concentrations of air pollutants ( for example, SO2 ( lag7 ) and PM10 ( lag0 ), P 〈 0.05 ) in this city. The estimated relative risk ( RR ) and 95% interval confidence ( 95% Cl) of the mortality of malignant tumor for each 10 μg/m^3 elevation of SO2 and PM10 were 1.004( 1.003-1.006, P 〈 0.01 )and 1.001( 1.000-1.002, P 〈 0.05 )respectively; and the raise ratio of the daily mortality of malignant tumor for SO2 and PM10 were 0.44%( 0.29%-0.60% ) and 0.10% ( 0.01%-0.19% ) ; while there was negative correlation for NO2( P 〈 0,01 ). ( 2 )There were obvious multiple linear regression between the mortality and the concentration of pollutants ( P 〈 0.05 ). The regression equation was y =4.985+ 3.963[ SO2 ]-2.878[ NO2 ]+0.577[ PM100]. The predicted result was coincident with the actual number.( 3 )Based on the result of the standardized coefficients, the maximum influence was the independent variable of S02 on the dependent variable of the mortality of malignant tumor. [ Conclusion ] In this city, there was significantly positive correlation and linear regression between the mortality of malignant tumor and the concentration of air pollutants ( SO2 and PMl0, but not NO2 ). The key point about the decrease of the mortality of malignant tumor was to control the pollution level of SO2.
Keywords:malignant tumor  daily mortality  atmosphere  pollutant  lower pollution zone
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