Predicting the number of people infected with SARS-COV-2 in a population using statistical models based on wastewater viral load
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Citations
Genome Sequencing of Sewage Detects Regionally Prevalent SARS-CoV-2 Variants.
Catching a resurgence: Increase in SARS-CoV-2 viral RNA identified in wastewater 48 h before COVID-19 clinical tests and 96 h before hospitalizations.
Genome sequencing of sewage detects regionally prevalent SARS-CoV-2 variants
Detection and quantification of SARS-CoV-2 RNA in wastewater and treated effluents: Surveillance of COVID-19 epidemic in the United Arab Emirates.
Wastewater surveillance to infer COVID-19 transmission: A systematic review.
References
ggplot2: Elegant Graphics for Data Analysis
Robust Locally Weighted Regression and Smoothing Scatterplots
Virological assessment of hospitalized patients with COVID-2019.
Detection of SARS-CoV-2 in Different Types of Clinical Specimens.
Receptor Recognition by the Novel Coronavirus from Wuhan: an Analysis Based on Decade-Long Structural Studies of SARS Coronavirus.
Related Papers (5)
First confirmed detection of SARS-CoV-2 in untreated wastewater in Australia: A proof of concept for the wastewater surveillance of COVID-19 in the community.
SARS-CoV-2 Titers in Wastewater Are Higher than Expected from Clinically Confirmed Cases
Frequently Asked Questions (13)
Q2. What was the way to estimate the viral load effect?
Since the nonparametric estimation of the viral load effect had a logarithmic shape, a multiple linear model was fitted using the logarithmic transformation of the viral load, daily flow, rainfall, temperature, and humidity.
Q3. What is the importance of a linear regression model for estimating the viral load in the metropolitan?
The evolution of the viral load along the day is an important feature for selecting narrower sampling intervals when the viral load was low and difficult to detect.
Q4. How was the prediction ability of the GAM and LOESS models evaluated?
The prediction ability of this fitted linear model, the GAM, and the linear and quadratic LOESS models has been evaluated using a 6-fold cross validation procedure, to prevent overfitting.
Q5. How did the study measure the viral RNA load in sewage sludge?
A study from Yale University measured the concentration of SARS-CoV-2 RNA in sewage sludge and found that viral RNA concentrations were highest 3 days before peak hospital admissions of COVID-19 cases, and 7 days before peak community COVID-19 cases40.
Q6. How many cases of COVID-19 were reported in the Netherlands?
In the Netherlands, no viral RNA was detected 3 weeks before the first case was reported, but genetic material started to appear over time, as the number of cases of COVID-19 increased 35.
Q7. Why does the only precedent52 combine computational analysis and modelling with a theoretical approach?
The only precedent52 combines computational analysis and modelling with a theoretical approach in order to identify useful variables and confirm the feasibility and cost-effectiveness of WBE as a prediction tool.
Q8. How many people in the WWTP Bens have symptoms?
This means that, for a population of about 369,098 inhabitants, the number of people infected with SARS-CoV-2 contributing their sewage into the WWTP Bens would be around 6,644, which includes people with symptoms and those who are asymptomatic.
Q9. When can the series of estimated active cases be backcasted?
Since the number of active cases in the health area has been reported until June 5th, the series of estimated official active cases could be backcasted from May 8th until June 5th.
Q10. What was the only assay with all (six) unmeasured replications?
In the only assay with all (six) unmeasured replications, the number of RNA copies was imputed using the minimum of measured viral load along the whole set of assays.
Q11. How long does it take for the wastewater to reach the WWTP Bens?
The estimated time for the wastewater to reach the WWTP Bens along the network is between 1.5 h and 3 h, depending on the source in the metropolitan area.
Q12. What is the way to predict outbreaks?
It can help to understand with a high degree of reliability the true magnitude of the epidemic in a place at any given time and can be used as an effective early warning tool for predicting outbreaks.
Q13. What is the effect of the viral load on the real number of COVID-19 active cases?
The effect of the viral load in the real number of COVID-19 active cases showed a logarithmic shape (Figure 8A), which suggests that the number of COVID-19 active cases can be modelled linearly as a function of the logarithm of the viral load.