As the pandemic of Coronavirus Disease 2019 (COVID-19) rages throughout the world, accurate modeling of the dynamics thereof is essential. However, since the availability and quality of data varies dramatically from region to region, accurate modeling directly from a global perspective is difficult, if not altogether impossible. Nevertheless, via local data collected by certain regions, it is possible to develop accurate local prediction tools, which may be coupled to develop global models.In this study, we analyze the dynamics of local outbreaks of COVID-19 via a coupled system of ordinary differential equations (ODEs). Utilizing the large amount of data available from the ebbing outbreak in Hubei, China as a testbed, we estimate the basic reproductive number, R0 of COVID-19 and predict the total cases, total deaths, and other features of the Hubei outbreak with a high level of accuracy. Through numerical experiments, we observe the effects of quarantine, social distancing, and COVID-19 testing on the dynamics of the outbreak. Using knowledge gleaned from the Hubei outbreak, we apply our model to analyze the dynamics of outbreak in Turkey. We provide forecasts for the peak of the outbreak and the total number of cases/deaths in Turkey, for varying levels of social distancing, quarantine, and COVID-19 testing.
Hydrate formation is a major flow assurance issue in the petroleum
industry, and the knowledge of hydrate inhibitor distribution is essential
for the economic gas transportation and processing operation. A number
of measurements were made to determine the solubility of methane,
the main constituent in natural gas, in methanol and ethanol aqueous
solutions. The results showed that the addition of water significantly
reduces the solubility in methanol and ethanol. Methanol and ethanol
are two of the most commonly used gas hydrate inhibitors in the petroleum
industry. The solubility data are important in developing binary interaction
parameters used in predicting inhibitor distribution in multicomponent
systems containing water. To fill the significant gap in the open
literature data, the solubility of methane in 70 and 50 wt % methanol
and ethanol solutions at 273.15–298.15 K and 0.46–44
MPa were measured. The average repeatability of the experimental results
was calculated to be 2.5%. The results from this work and literature
were used to optimize the interaction parameters of the CPA-SRK72
equation of state. The model calculations using a single variable
binary interaction parameter was able to reproduce the new experimental
results with a significant increase in accuracy.
Solubility data for CO2 in monoethylene glycol (MEG)
are limited in the open literature with most of the data limited to
temperatures above 298.15 K through a small number of sources. This
work focused on the solubility of CO2 in pure MEG in a
wider range of temperatures and pressures as experimental data in
such conditions are extremely limited in the open literature. These
results can be used to optimize EoS and increase prediction reliability
due to the wider range. The solubility of CO2 in MEG was
measured between 263.15–343.15 K and 0.2–40.3 MPa. The
experimental results from this study are compared to available data
from the open literature together with the CPA-SRK72 calculations.
The data from this work together and open literature were used to
calculate a binary interaction parameter (BIP) of 0.053 between 263.15–398.15
K to correlate the experimental data. The experimental results showed
an overall absolute average deviation of 4.81% from the calculated
modeling results.
As the pandemic of Coronavirus Disease 2019 (COVID-19) rages throughout the world, accurate modeling of the dynamics thereof is essential. However, since the availability and quality of data varies dramatically from region to region, accurate modeling directly from a global perspective is difficult, if not altogether impossible. Nevertheless, via local data collected by certain regions, it is possible to develop accurate local prediction tools, which may be coupled to develop global models. In this
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