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Optimizing nurse capacity in a teaching hospital neonatal intensive care unit

机译:优化护士能力在教学医院新生儿重症监护室

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摘要

Patients in intensive care units need special attention. Therefore, nurses are one of the most important resources in a neonatal intensive care unit. These nurses are required to have highly specialized training. The random number of patient arrivals, rejections, or transfers due to lack of capacity (such as nurse, equipment, bed etc.) and the random length of stays, make advanced knowledge of the optimal nurse a requirement, for levels of the unit behave as a stochastic process. This stochastic nature creates difficulties in finding optimal nurse staffing levels. In this paper, a stochastic approximation which is based on the required nurse: patient ratio and the number of patients in a neonatal intensive care unit of a teaching hospital, has been developed. First, a meta-model was built to generate simulation results under various numbers of nurses. Then, those experimented data were used to obtain the mathematical relationship between inputs (number of nurses at each level) and performance measures (admission number, occupation rate, and satisfaction rate) using statistical regression analysis. Finally, several integer nonlinear mathematical models were proposed to find optimal nurse capacity subject to the targeted levels on multiple performance measures. The proposed approximation was applied to a Neonatal Intensive Care Unit of a large hospital and the obtained results were investigated.
机译:患者重症监护单位需要特别注意。因此,护士是新生儿重症监护病房中最重要的资源之一。这些护士需要高度专业化的培训。由于缺乏容量(如护士,设备,床等)和随机的停留时间,随机抵达,拒绝或转移的随机数量,提出了对单位表现的水平的最佳护士的先进知识作为随机过程。这种随机性质在寻找最佳护士人员配置水平方面会产生困难。在本文中,已经开发出基于所需护士的随机近似:患者比率和教学医院新生儿重症监护单元中的患者数量。首先,建立了元模型以在各种护士下产生模拟结果。然后,这些实验数据用于使用统计回归分析获得输入(每个级别的护士数)和性能测量(入场号,占用率和满足率)之间的数学关系。最后,提出了几种整数非线性数学模型,以确定对多种性能措施的目标水平的最佳护士能力。所提出的近似应用于大型医院的新生儿重症监护单元,并研究了所得结果。

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