| Literature DB >> 33235232 |
Sheikh Taslim Ali1, Clarence C Tam2,3, Benjamin J Cowling1, Kee Thai Yeo4,5, Chee Fu Yung4,5,6.
Abstract
Meteorological drivers are known to affect transmissibility of respiratory viruses including respiratory syncytial virus (RSV), but there are few studies quantifying the role of these drivers. We used daily RSV hospitalization data to estimate the daily effective reproduction number (Rt), a real-time measure of transmissibility, and examined its relationship with environmental drivers in Singapore from 2005 through 2015. We used multivariable regression models to quantify the proportion of the variance in Rt explained by each meteorological driver. After constructing a basic model for RSV seasonality, we found that by adding meteorological variables into this model we were able to explain a further 15% of the variance in RSV transmissibility. Lower and higher value of mean temperature, diurnal temperature range (DTR), precipitation and relative humidity were associated with increased RSV transmissibility, while higher value of maximum wind speed was correlated with decreased RSV transmissibility. We found that a number of meteorological drivers were associated with RSV transmissibility. While indoor conditions may differ from ambient outdoor conditions, our findings are indicative of a role of ambient temperature, humidity and wind speed in affecting RSV transmission that could be biological or could reflect indirect effects via the consequences on time spent indoors.Entities:
Year: 2020 PMID: 33235232 PMCID: PMC7686497 DOI: 10.1038/s41598-020-76888-4
Source DB: PubMed Journal: Sci Rep ISSN: 2045-2322 Impact factor: 4.379
Figure 1(a) Daily activity of RSV hospital admissions (black bars) along with the 11 predefined epidemics (light red bars); (b–j) the meteorological drivers in Singapore from 2005 through 2015.
Figure 2Effective reproduction numbers inferred from the RSV hospital admissions time series (black dots) and the predicted effective reproduction numbers from basic models with inclusion of depletion of susceptible and the inter-seasonal factors only (black lines) with 95% CI (light grey shaded area), and inclusion of meteorological drivers in addition to depletion of susceptible and the inter-seasonal factors (red lines) with 95% CI (light red shades). Total 11 epidemics (with 14 peaks) of RSV transmission in Singapore during 2005–2015. The difference between the black line and the red line illustrates the improvement in fitting due to inclusion of respective drivers. We used a maximum duration of 7 weeks to both side of peaks and a 5-days moving average window to smooth daily hospitalization data for distributed lag model (DLM) with lags of 0–14 days.
Proportions of the variance of the effective reproduction number explained by the meteorological drivers, from models on pre-defined RSV epidemics with a maximum duration of 7 weeks to both side of peaks for RSV infections in Singapore from 2005 through 2015.
| Drivers | Best lag model | Distributed lag model | ||||
|---|---|---|---|---|---|---|
| Modelsb | ||||||
| Depletion of susceptible (DS) | 0.0207 | – | 162 | 0.0207 | – | 162 |
| DS + inter Epidemic factora | 0.1139 | 9.32 | 152 | 0.1139 | 9.32 | 152 |
| + Mean Temperature | 0.1303 | 1.64 | 150 | 0.1479 | 3.40 | 144 |
| + Diurnal temperature range | 0.1206 | 1.35 | 150 | 0.1254 | 2.29 | 144 |
| + Maximum wind speed | 0.1397 | 2.58 | 150 | 0.1625 | 4.85 | 144 |
| + Precipitation | 0.1435 | 2.96 | 150 | 0.1552 | 4.13 | 144 |
| + Relative Humidity | 0.1305 | 1.66 | 150 | 0.1523 | 3.84 | 144 |
| + All driversc | 0.1889 | 7.50 | 142 | 0.2673 | 15.34 | 116 |
We used the 5-daysmoving average window to smooth daily hospitalization data for best lag and distributed lag model with lags of 0–14 days.
aBasic model: factors affecting R include depletion of susceptibles, inter-epidemic factors.
bImproved models include the basic model for R plus the respective drivers.
cImproved model includes the drivers: mean temperature, diurnal temperature range, maximum Wind Speed, Precipitation and Relative Humidity (statistically significant and free from multicollinearity). measured the change in the explained variance (of total variance) from the model in comparison to the basic model.
Figure 3Permutation test representing the proportions of the variance () in the effective reproduction number explained by the true and 1000 null/dummy time series of respective significant drivers. The boxplot represents the from 1000 null/dummy time series generated by permutation on the years, and the stand-alone red points are indicating by true time series of the drivers. The green triangles show the 95% CI of evaluated by these 1000 null/dummy time series.