| Literature DB >> 34235987 |
Chih-Peng Wang1,2, Ban-Jwu Shih1, Shiumn-Jen Liaw3.
Abstract
In 2015, a dust explosion occurred in New Taipei Water Park in Taiwan, and 499 casualties was appallingly high. In fact, the government spent 208 min of response time from receiving calls for emergency to sending the last wounded person to hospital. To stop a similar accident happening again, a well-prepared strategy, with an aim to reduce the rescue time, to respond to such an emergency is necessary. This study mainly focuses on the execution of mass casualty operations while both efficiency and quality of care are considered. We not only find that there is only 1 h or less to allocate rescue resources after a Burn Mass Casualty Incident (BMCI) happens but also shorten the response time. It is our first time to use a special method, called Critical Path Method (CPM), to analyze the rescue process. But before CPM is created, the benefit of available resources should be maximized, and timely, safe, and effective emergency medical services should be provided. With CPM, the interrelations of every activity can be visualized, and the most time-consuming activity can be found by this efficient time management. If the relationship between the predecessors and its successors operations of the most time-consuming activity item is reshaped, BMCI prehospital scheduling management becomes more effective based on its efficiency and quality of care.Entities:
Keywords: burn mass casualty incident; critical path; prehospital scheduling management; quality of care; time management
Year: 2021 PMID: 34235987 PMCID: PMC8274122 DOI: 10.1177/00469580211028583
Source DB: PubMed Journal: Inquiry ISSN: 0046-9580 Impact factor: 1.730
Figure 1.Work breakdown structure of BMCI.
Figure 2.Arrow diagram of the rescue process of the water park.
The Logical Relationship of the Activities.
| Activity | Predecessors | Successors |
|---|---|---|
| A | — | F |
| B | — | C、E |
| C | — | D、F |
| D | — | F |
| E | B | F |
| F | E | G |
| G | F | H |
| H | G | I |
| I | H | — |
Figure 3.The situation when ambulances arrive at the scene.
Figure 4.Simulation of revised arrow diagram of the rescue process.