Spatial Sciences Institute, University of Southern California, Los Angeles, CA, USA.
Department of Civil and Environmental Engineering, University of California, Davis, Davis, CA, USA.
Sci Total Environ. 2024 Dec 1;954:176609. doi: 10.1016/j.scitotenv.2024.176609. Epub 2024 Oct 2.
While fine particulate matter (PM) has been associated with autism spectrum disorder (ASD), few studies focused on ultrafine particles (PM). Given that fine and ultrafine particles can be highly correlated due to shared emission sources, challenges remain to distinguish their health effects. In a retrospective cohort of 318,371 mother-child pairs (4549 ASD cases before age 5) in Southern California, pregnancy average PM and PM were estimated using a California-based chemical transport model and assigned to residential addresses. The correlation between PM and PM was 0.87. We applied a two-step variance decomposition approach: first, decomposing PM and PM into the shared and unique variances using ordinary least squares linear regression (OLS) and Deming regression considering errors in both exposures; then assessing associations between decomposed PM and PM and ASD using Cox proportional hazard models adjusted for covariates. Prenatal PM and PM each was associated with increased ASD risk. OLS decomposition showed that associations were driven mainly by their shared variance, not by their unique variance. Results from Deming regression considering assumptions of measurement errors were consistent with those from OLS. This decomposition approach has potential to disentangle health effects of correlated exposures, such as PM and PM from common emissions sources.
虽然细颗粒物 (PM) 与自闭症谱系障碍 (ASD) 有关,但很少有研究关注超细颗粒物 (PM)。鉴于细颗粒物和超细颗粒物由于共同的排放源而高度相关,因此仍然存在区分它们对健康影响的挑战。在南加州的 318371 对母婴对 (4549 例 5 岁前 ASD 病例) 的回顾性队列研究中,使用基于加利福尼亚的化学传输模型估算了妊娠期间的平均 PM 和 PM,并将其分配到居住地址。PM 和 PM 之间的相关性为 0.87。我们应用了两步方差分解方法:首先,使用普通最小二乘法线性回归 (OLS) 和考虑暴露误差的 Deming 回归将 PM 和 PM 分解为共享方差和独特方差;然后使用 Cox 比例风险模型评估分解后的 PM 和 PM 与 ASD 之间的关联,并调整了协变量。产前 PM 和 PM 均与 ASD 风险增加有关。OLS 分解表明,关联主要是由它们的共享方差驱动的,而不是由它们的独特方差驱动的。考虑到测量误差假设的 Deming 回归结果与 OLS 结果一致。这种分解方法有可能将来自共同排放源的相关暴露(如 PM 和 PM)的健康影响分开。