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首页> 外文期刊>Journal of Construction Engineering and Management >Hybrid Approach to Construction Project Risk Management with Simultaneous FMEA/ISO 31000/Evolutionary Algorithms: Empirical Optimization Study
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Hybrid Approach to Construction Project Risk Management with Simultaneous FMEA/ISO 31000/Evolutionary Algorithms: Empirical Optimization Study

机译:FMEA / ISO 31000 /进化算法同时进行的建设项目风险管理混合方法:经验优化研究

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摘要

Uncertainty and risks have been the inherent characteristics of large-scale projects. Although practitioners have applied different project risk management standards, numerous uncertainties, and risks in large-scale construction projects have led to significant failures in fulfilling a project's goals. Therefore, in this study, a hybrid approach based on failure mode effects analysis (FMEA)/ISO 31000 has been proposed to identify, evaluate, and control the problem effectively. This hybrid approach is not a very accurate approach in providing an appropriate risk response; hence, a mixed-integer programming (MIP) model has been proposed to select the optimized risk response strategies for the project. In the present study, a model based on synergies among project risk responses was developed that is capable of considering the various criteria in the objective function and optimizing them based on the defined projects. Risk response selection for a large-scale project is a complex problem. Because of the nondeterministic polynomial time (NP)-hardness of the presented model, two metaheuristic algorithms, namely, the self-adaptive imperialist competitive algorithm and invasive weed optimization, were developed to solve the proposed MIP model. A large-scale high-rise residential building was evaluated as a case study to investigate the model proposed in this study empirically.
机译:不确定性和风险一直是大型项目的固有特征。尽管从业人员采用了不同的项目风险管理标准,但是在大型建设项目中存在许多不确定性和风险,导致实现项目目标的重大失败。因此,在这项研究中,提出了一种基于失效模式影响分析(FMEA)/ ISO 31000的混合方法来有效地识别,评估和控制问题。这种混合方法不是提供适当风险应对措施的非常准确的方法;因此,已经提出了混合整数规划(MIP)模型来为项目选择最佳的风险应对策略。在本研究中,开发了一个基于项目风险响应之间协同作用的模型,该模型能够考虑目标函数中的各种标准并根据定义的项目对其进行优化。大型项目的风险应对选择是一个复杂的问题。由于提出的模型具有不确定的多项式时间(NP)难度,因此开发了两种元启发式算法,即自适应帝国竞争算法和侵入性杂草优化,以解决所提出的MIP模型。以大型高层住宅楼为例进行了评估,以实证研究该模型。

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