Table 1.
Study | Novelty + study region | Methodology + major results | Conclusion |
---|---|---|---|
Yap et al. 2020 [85] | Lab-scale, an analytical model, based on Arrhenius equation and rate law. |
The inactivation of virus follows the first-order kinetics C = Coe-kT. The temperature-dependent denaturation of viral proteins has been explained through Arrhenius equation: ln(k) = −Ea/RT + ln(A). Further, combining the two equations resulted in determining the time of reduction of pathogen by n-folds as given below
|
The study predicted the lifetime of the virus on a surface as that time, which achieves a 6-log reduction in concentration based on the recommendation of the US FDA. The study provides thermal sterilization guidelines to the healthcare workers exposed at the forefronts of the virus outbreak. |
Sajadi et al. 2020 [86] | Temperature, humidity and latitude impact on COVID-19 spread and identification of any seasonality trend across the globe. | Regions with significant cases of community transmission are located between the 30°–50° N belt. The identified belt has similar meteorological conditions, including temperature (5–11 °C) and low absolute humidity ranging between 4 and 7 g/m3. Study is assisted by ERA-5 Reanalysis product. | The study suggested strong seasonal influence on 2019-nCoV spread, with the rate of transmission slowing during the summers. |
Shi et al. 2020 [87] | Impact of temperature and relative humidity on virus transmission rate in China. | No association between the relative humidity and the COVID-19 incidence was established. However, with increasing temperature, the transmission rate declined. | Models can be used in order to understand and quantify the rate of transmission of COVID-19 incidence with a change in temperature. |
Amin et al. 2020 [88] | Role of climatic differences on COVID-19 spread in Iraqi Kurdistan region. | Data analysis of the COVID-19 infection with temperature and humidity suggested that high climatic spatial differences may facilitate the infection spread. | Regions with high seasonal and spatial climatic differences carry high susceptibility in terms of disease spread. |
Bherwani et al. 2020 [89] | The impact of COVID-19 incidence was analysed using SEIR model, and the impact of temperature and humidity was statistically analysed using Response Surface Methodology in India | The impact of government-imposed lockdown was considered in the SEIR (compartmental) model. Further, ANOVA and higher-order polynomial functions of RSM techniques provide much better estimates. | The model predicts 20-day increase in crisis management for the inability to implement a strict lockdown. It also showed that hot weather might significantly reduce the spread of the virus. |
Yao et al. 2020 [90] | Correlation between COVID-19 related death rate and PM concentration in China | Multiple linear regression model was used to establish the said correlation by adjusting parameters such as temperature, GDP, relative humidity and hospital beds per capita. | The study speculated that the effect of air pollution is only limited to making symptoms severe from moderate. |
Toppi et al. 2020 [91] | Associating high atmospheric pollution with increased duration of 2019-nCoV suspension in the air due to surface adsorption in Italy. | The high peak of PM10 and PM2.5 of 120–130 μg m−3 and 100 μg m−3, respectively, during the infection peak, suggests a possible role of atmospheric adsorption of the virus in regions with widespread community outbreaks. | To counter the future wave of respiratory infections, more emphasis should be given to decrease the load of atmospheric pollutants. |