A discrete event simulation procedure for validating programs of requirements: The case of hospital space planning

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Date

2020

Authors

Cemre Cubukcuoglu
Pirouz Nourian
I. Sevil Sariyildiz
M. Fatih Tasgetiren

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Publisher

ELSEVIER

Open Access Color

GOLD

Green Open Access

Yes

OpenAIRE Downloads

95

OpenAIRE Views

11

Publicly Funded

No
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Abstract

This paper introduces a Discrete-Event Simulation (DES) tool developed as a parametric CAD program for validating a program of requirements (PoR) for hospital space planning. The DES model simulates the procedures of processing of patients treated by doctors calculating patient throughput and patient waiting times based on the number of doctors patient arrivals and treatment times. In addition the tool is capable of defining space requirements by taking hospital design standards into account. Using this tool what-if scenarios and assumptions on the PoR about space planning can be tested and/or validated. The tool is ultimately meant for reducing patient waiting times and/or increasing patient throughput by checking the match of the layout of a hospital with respect to its procedural operations. This tool is envisaged to grow into a toolkit providing a methodological framework for bringing Operations Research into Architectural Space Planning. The tool is implemented in Python for Grasshopper (GH) a plugin of Rhinoceros CAD software using the SimPy library. (C) 2020 The Authors. Published by Elsevier B.V.

Description

Keywords

Discrete event simulation, Program of requirements, Hospital space planning, HEALTH-CARE-DELIVERY, PATIENT FLOW, PERFORMANCE, CLINICS, DESIGN, THERAPY, MODEL, TOOL, Discrete Event Simulation, Hospital Space Planning, Program of Requirements, QA76.75-76.765, 670, Hospital space planning, Program of requirements, Discrete event simulation, Computer software

Fields of Science

0209 industrial biotechnology, 0211 other engineering and technologies, 02 engineering and technology

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OpenCitations Citation Count
17

Source

SoftwareX

Volume

12

Issue

Start Page

100539

End Page

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CrossRef : 18

Scopus : 22

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Mendeley Readers : 79

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