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1.
Value Health ; 24(11): 1570-1577, 2021 11.
Article in English | MEDLINE | ID: covidwho-1340749

ABSTRACT

OBJECTIVES: To assist with planning hospital resources, including critical care (CC) beds, for managing patients with COVID-19. METHODS: An individual simulation was implemented in Microsoft Excel using a discretely integrated condition event simulation. Expected daily cases presented to the emergency department were modeled in terms of transitions to and from ward and CC and to discharge or death. The duration of stay in each location was selected from trajectory-specific distributions. Daily ward and CC bed occupancy and the number of discharges according to care needs were forecast for the period of interest. Face validity was ascertained by local experts and, for the case study, by comparing forecasts with actual data. RESULTS: To illustrate the use of the model, a case study was developed for Guy's and St Thomas' Trust. They provided inputs for January 2020 to early April 2020, and local observed case numbers were fit to provide estimates of emergency department arrivals. A peak demand of 467 ward and 135 CC beds was forecast, with diminishing numbers through July. The model tended to predict higher occupancy in Level 1 than what was eventually observed, but the timing of peaks was quite close, especially for CC, where the model predicted at least 120 beds would be occupied from April 9, 2020, to April 17, 2020, compared with April 7, 2020, to April 19, 2020, in reality. The care needs on discharge varied greatly from day to day. CONCLUSIONS: The DICE simulation of hospital trajectories of patients with COVID-19 provides forecasts of resources needed with only a few local inputs. This should help planners understand their expected resource needs.


Subject(s)
COVID-19/economics , Computer Simulation/standards , Resource Allocation/methods , Surge Capacity/economics , COVID-19/prevention & control , COVID-19/therapy , Humans , Resource Allocation/standards , Surge Capacity/trends
2.
Proc Natl Acad Sci U S A ; 117(33): 19873-19878, 2020 08 18.
Article in English | MEDLINE | ID: covidwho-690440

ABSTRACT

Following the April 16, 2020 release of the Opening Up America Again guidelines for relaxing coronavirus disease 2019 (COVID-19) social distancing policies, local leaders are concerned about future pandemic waves and lack robust strategies for tracking and suppressing transmission. Here, we present a strategy for triggering short-term shelter-in-place orders when hospital admissions surpass a threshold. We use stochastic optimization to derive triggers that ensure hospital surges will not exceed local capacity and lockdowns are as short as possible. For example, Austin, Texas-the fastest-growing large city in the United States-has adopted a COVID-19 response strategy based on this method. Assuming that the relaxation of social distancing increases the risk of infection sixfold, the optimal strategy will trigger a total of 135 d (90% prediction interval: 126 d to 141 d) of sheltering, allow schools to open in the fall, and result in an expected 2,929 deaths (90% prediction interval: 2,837 to 3,026) by September 2021, which is 29% of the annual mortality rate. In the months ahead, policy makers are likely to face difficult choices, and the extent of public restraint and cocooning of vulnerable populations may save or cost thousands of lives.


Subject(s)
COVID-19/epidemiology , Coronavirus Infections/epidemiology , Logistic Models , Physical Distancing , Pneumonia, Viral/epidemiology , Quarantine/methods , Surge Capacity/organization & administration , COVID-19/economics , COVID-19/prevention & control , Coronavirus Infections/economics , Coronavirus Infections/prevention & control , Cost of Illness , Hospitalization/economics , Hospitalization/statistics & numerical data , Humans , Pandemics/economics , Pandemics/prevention & control , Pneumonia, Viral/economics , Pneumonia, Viral/prevention & control , Quarantine/economics , Quarantine/organization & administration , Surge Capacity/economics , Time , Vulnerable Populations
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