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首页> 外文期刊>International journal of aerospace engineering >Research on Dynamic Reliability of a Jet Pipe Servo Valve Based on Generalized Stochastic Petri Nets
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Research on Dynamic Reliability of a Jet Pipe Servo Valve Based on Generalized Stochastic Petri Nets

机译:基于广义随机Petri网的射流伺服阀动态可靠性研究

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The jet pipe servo valve is widely used in the military fields of aviation and ship, whose reliability has obvious randomness and dynamic. However, existing methods are either having complicated theory or analyzing static reliability. Based on the generalized stochastic petri nets (GSPN) theory and the collected basic failure modes and failure rate data of jet pipe servo valve, this paper proposes a novel modeling and simulating method for system’s dynamic behavior analysis. In this method, the dynamic reliability model considering failure’s random and repair is established and is simulated using GSPN software. Then, the steady state probability of servo valve is calculated, which is compared with the value calculated by Markov method. Finally, the dynamic reliability parameters of jet pipe servo valve are calculated using collected failure rate data and different repair rate data. Results show the probability that the maximum error between methods of GSPN and Markov is 2.07%, the optimal repair rate set is less than 1.71µi, and also the dynamic reliability parameters become better with increasing simulation time because of failure’s recovery. Therefore, research methods and results based on GSPN are concise and realistic, which can be used for failure’s qualitative forecast and dynamic reliability’s quantitative calculation of similar complicated system.
机译:喷射管伺服阀广泛应用于航空,舰船军事领域,其可靠性具有明显的随机性和动态性。但是,现有方法要么理论复杂,要么分析静态可靠性。基于广义随机Petri网(GSPN)理论,并收集了喷射管伺服阀的基本故障模式和故障率数据,为系统的动态行为分析提出了一种新颖的建模与仿真方法。通过这种方法,建立了考虑故障随机性和维修性的动态可靠性模型,并使用GSPN软件对其进行了仿真。然后,计算出伺服阀的稳态概率,并将其与通过马尔可夫方法计算出的值进行比较。最后,利用收集的故障率数据和不同的维修率数据,计算出喷射管伺服阀的动态可靠性参数。结果表明,GSPN和Markov方法之间的最大误差为2.07%,最佳修复率设置为小于1.71µi,并且由于故障的恢复,动态可靠性参数随着仿真时间的增加而变得更好。因此,基于GSPN的研究方法和结果是简洁而现实的,可用于类似复杂系统的故障定性预测和动态可靠性的定量计算。

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