Principles of Scarce Medical Resource Allocation in Natural Disaster Relief: A Simulation Approach

被引:38
作者
Cao, Hui [1 ]
Huang, Simin [1 ]
机构
[1] Tsinghua Univ, Dept Ind Engn, Beijing 100084, Peoples R China
基金
美国国家科学基金会;
关键词
scarce resource allocation; earthquake; simulation; disaster management; CARE;
D O I
10.1177/0272989X12437247
中图分类号
R19 [保健组织与事业(卫生事业管理)];
学科分类号
摘要
Background. A variety of triage principles have been proposed. The authors sought to evaluate their effects on how many lives can be saved in a hypothetical disaster. Objective. To determine an optimal scarce resource-rationing principle in the emergency response domain, considering the trade-off between lifesaving efficiency and ethical issues. Method. A discrete event simulation model is developed to examine the efficiency of four resource-rationing principles: first come-first served, random, most serious first, and least serious first. Seven combinations of available resources are examined in the simulations to evaluate the performance of the principles under different levels of resource scarcity. Result. The simulation results indicate that the performance of the medical resource allocation principles is related to the level of the resource scarcity. When the level of the scarcity is high, the performances of the four principles differ significantly. The least serious first principle performs best, followed by the random principle; the most serious first principle acts worst. However, when the scarcity is relieved, there are no significant differences among the random, first come-first served, and least serious first principles, yet the most serious first principle still performs worst. Conclusion. Although the least serious first principle exhibits the highest efficiency, it is not ethically flawless. Considering the trade off between the lifesaving efficiency and the ethical issues, random selection is a relatively fair and efficient principle for allocating scarce medical resources in natural disaster responses.
引用
收藏
页码:470 / 476
页数:7
相关论文
共 18 条
  • [1] Recommendations for Modeling Disaster Responses in Public Health and Medicine: A Position Paper of the Society for Medical Decision Making
    Brandeau, Margaret L.
    Mccoy, Jessica H.
    Hupert, Nathaniel
    Holty, Jon-Erik
    Bravata, Dena M.
    [J]. MEDICAL DECISION MAKING, 2009, 29 (04) : 438 - 460
  • [2] Cao Y, 2008, W CHIN MED J, V23, P1292
  • [3] Childress J., 1970, SOUNDINGS, V53, P339
  • [4] Definitive care for the critically ill during a disaster: A framework for allocation of scarce resources in mass critical care - From a Task Force for Mass Critical Care summit meeting, January 26-27, 2007, Chicago, IL
    Devereaux, Asha V.
    Dichter, Jeffrey R.
    Christian, Michael D.
    Dubler, Nancy N.
    Sandrock, Christian E.
    Hick, John L.
    Powell, Tia
    Geiling, James A.
    Amundson, Dennis E.
    Baudendistel, Tom E.
    Braner, Dana A.
    Klein, Mike A.
    Berkowitz, Kenneth A.
    Curtis, J. Randall
    Rubinson, Lewis
    [J]. CHEST, 2008, 133 (05) : 51S - 66S
  • [5] RATIONALITY AND ALLOCATING SCARCE MEDICAL RESOURCES
    FORSBERG, RP
    [J]. JOURNAL OF MEDICINE AND PHILOSOPHY, 1995, 20 (01): : 25 - 42
  • [6] Furnham A, 1996, J SOC BEHAV PERS, V11, P615
  • [7] [高宏光 GAO Hongguang], 2008, [中国循证医学杂志, Chinese Journal of Evidence-Based Medicine], V8, P718
  • [8] Is Overtriage Associated With Increased Mortality? Insights From a Simulation Model of Mass Casualty Trauma Care
    Hupert, Nathaniel
    Hollingsworth, Eric
    Xiong, Wei
    [J]. DISASTER MEDICINE AND PUBLIC HEALTH PREPAREDNESS, 2007, 1 : S14 - S24
  • [9] Computer-simulated assessment of methods of transporting severely injured individuals in disaster - Case study of an airport accident
    Inoue, H
    Yanagisawa, S
    Kamae, I
    [J]. COMPUTER METHODS AND PROGRAMS IN BIOMEDICINE, 2006, 81 (03) : 256 - 265
  • [10] Ethical resource distribution after biological, chemical, or radiological terrorism
    Iserson, KV
    Pesik, N
    [J]. CAMBRIDGE QUARTERLY OF HEALTHCARE ETHICS, 2003, 12 (04) : 455 - 465