| Literature DB >> 33725935 |
Ming-Wei Lin1, Chih-Long Pan2, Jet-Chau Wen3,4, Cheng-Haw Lee5, Zong-Ping Wu6, Chin-Fu Chang7, Chun-Wen Chiu7.
Abstract
ABSTRACT: The purpose of this research is to analyze and introduce a new emergency medical service (EMS) transportation scenario, Emergency Medical Regulation Center (EMRC), which is a temporary premise for treating moderate and minor casualties, in the 2015 Formosa Fun Color Dust Party explosion in Taiwan. In this mass casualty incident (MCI), although all emergency medical responses and care can be considered as a golden model in such an MCI, some EMS plans and strategies should be estimated impartially to understand the truth of the successful outcome.Factors like on-scene triage, apparent prehospital time (appPHT), inhospital time (IHT), and diversion rate were evaluated for the appropriateness of the EMS transportation plan in such cases. The patient diversion risk of inadequate EMS transportation to the first-arrival hospital is detected by the odds ratios (ORs). In this case, the effectiveness of the EMRC scenario is estimated by a decrease in appPHT.The average appPHTs (in minutes) of mild, moderate, and severe patients are 223.65, 198.37, and 274.55, while the IHT (in minutes) is 18384.25, 63021.14, and 83345.68, respectively. The ORs are: 0.4016 (95% Cl = 0.1032-1.5631), 0.1608 (95% Cl = 0.0743-0.3483), and 4.1343 (95% Cl = 2.3265-7.3468; P < .001), respectively. The appPHT has a 47.61% reduction by employing an EMRC model.Due to the relatively high appPHT, diversion rate, and OR value in severe patients, the EMS transportation plan is distinct from a prevalent response and develops adaptive weaknesses of MCIs in current disaster management. Application of the EMRC scenario reduces the appPHT and alleviates the surge pressure upon emergency departments in an MCI.Entities:
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Year: 2021 PMID: 33725935 PMCID: PMC7982245 DOI: 10.1097/MD.0000000000024482
Source DB: PubMed Journal: Medicine (Baltimore) ISSN: 0025-7974 Impact factor: 1.817
The definition of terms of the odds ratio analysis for the EMS transportation in the Formosa Fun Color Dust explosion.
| OR∗ | ||
| With diversions | Without diversions (as a reference) | |
| First transportation to an inadequate hospital | ||
| First transportation to an adequate hospital (as a reference) | ||
OR: odds ratio; the equation is: .
Figure 1The prehospital time analyses for three-leveled patients. A zoom-in chart is shown inside the figure.
The background information of the 499 casualties in the Formosa Fun Color Dust explosion.
| On-scene triage | ||||
| Total | Mild | Moderate | Severe | |
| Number of casualties | 499 | 86 | 163 | 226 |
| Gender: | ||||
| Male | 242 | 51 | 88 | 103 |
| Female | 233 | 31 | 75 | 123 |
| Age | 23.37 ± 4.52 | 24.15 ± 4.52 | 23.47 ± 5.12 | 22.98 ± 3.77 |
| Average apparent prehospital time (min) | 232.19 | 223.65 | 198.37 | 274.55 |
| Average inhospital time (min) | 54917.02 | 18384.25 | 63021.14 | 83345.68 |
Figure 2The interactions between apparent prehospital time and inhospital time in different triage levels. Panels A–C, indicates mild, moderate, and severe casualties, respectively.
The primary and secondary distribution of different categorized patients in the Formosa Fun explosion event.
| On-scene triage | Primary distribution | Secondary distribution |
| Severe (n = 226) | Medical center (n = 142) | Medical center (n = 31) |
| Regional hospital (n = 16) | ||
| District hospital (n = 1) | ||
| No diversion (n = 94) | ||
| Regional hospital (n = 77) | Medical center (n = 33) | |
| Regional hospital (n = 18) | ||
| District hospital (n = 0) | ||
| No diversion (n = 26) | ||
| District hospital (n = 7) | Medical center (n = 4) | |
| Regional hospital (n = 2) | ||
| District hospital (n = 0) | ||
| No diversion (n = 1) | ||
| Moderate (n = 163) | Medical center (n = 105) | Medical center (n = 7) |
| Regional hospital (n = 2) | ||
| District hospital (n = 1) | ||
| No diversion (n = 95) | ||
| Regional hospital (n = 51) | Medical center (n = 17) | |
| Regional hospital (n = 5) | ||
| District hospital (n = 3) | ||
| No diversion (n = 26) | ||
| District hospital (n = 7) | Medical center (n = 2) | |
| Regional hospital (n = 3) | ||
| District hospital (n = 0) | ||
| No diversion (n = 2) | ||
| Mild (n = 86) | Medical center (n = 51) | Medical center (n = 6) |
| Regional hospital (n = 3) | ||
| District hospital (n = 0) | ||
| No diversion (n = 42) | ||
| Regional hospital (n = 24) | Medical center (n = 3) | |
| Regional hospital (n = 2) | ||
| District hospital (n = 0) | ||
| No diversion (n = 19) | ||
| District hospital (n = 11) | Medical center (n = 1) | |
| Regional hospital (n = 3) | ||
| District hospital (n = 0) | ||
| No diversion (n = 7) | ||
n = number of patient(s).
The odds ratios of EMS transportation strategies cause a next diversion for the three-leveled patients.
| On-scene triage | |||
| Severe | Moderate | Mild | |
| Diversion rate∗ | 46.46% | 24.54% | 20.93% |
| Odds ratio (95% CI) | 4.1343† (2.3265–7.3468) | 0.1608 (0.0743–0.3483) | 0.4016 (0.1032–1.5631) |
Cl = confidence interval, EMS = emergency medical service.
Among different hospital levels.
P < .0001.
Figure 2 (Continued)The interactions between apparent prehospital time and inhospital time in different triage levels. Panels A–C, indicates mild, moderate, and severe casualties, respectively.
Figure 3An EMRC scenario for the EMS transportation. All casualties will be transported to the response hospitals directly in conventional EMS transportation (light-blue background). The EMRC-based model will retented the moderate and mild patients for a first-aid treatment, while the unstable patients can be systemically transported to the response hospitals based on the orders of EMRC physicians. Nevertheless, the severe patients will be transferred straight from the disaster area to the response hospitals without any retention (light-green background). EMRC, Emergency Medical Regulation Center; EMS, emergency medical service.