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Degradation process and failure estimation of drilling system based on real data and diffusion process supported by state space models

机译:基于状态空间模型支持的实际数据和扩散过程的钻井系统的劣化过程和故障估计

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摘要

Technical systems used in adverse environments are subject to very intense degradation and their parts deterioration. Due to the problematic placement of some parts, it is sometimes very difficult, to indicate the level of degradation and possible failure occurrence. Therefore, it is very useful to work with the available field operation data. Since we possess such data and apply progressive methods to model the degradation, we are able to predict the possible failure occurrence and forecast residual useful life. At first, we apply spectral analysis approaches. The spectral analysis is used to capture extreme values in the data structure. The extreme values are later filtered out to avoid future estimations which might be affected by the deformed inputs. In the next step, we use non-parametric smoothing and state space models to acquire trend, variance and related statistics in the data structure. These characteristics are later used as input parameters for specific and new forms of diffusion processes. With these diffusion processes we would like to model the degradation evolvement and failure occurrence. The failure occurrence is represented as one of the statistics of the first passage time (FPT). FPT is a moment when the modelled trajectory hits the predefined threshold - such threshold represents a critical limit for our observation.
机译:不利环境中使用的技术系统受到非常强烈的降解及其部件恶化。由于某些部件的有问题的放置,有时非常困难,表明降解水平和可能的失败发生。因此,使用可用的现场操作数据非常有用。由于我们拥有这样的数据并应用逐行方法来模拟降级,我们能够预测可能的失败发生和预测残留使用寿命。首先,我们应用光谱分析方法。光谱分析用于捕获数据结构中的极值。稍后将过滤极端值以避免可能受到变形输入影响的未来估计。在下一步中,我们使用非参数平滑和状态空间模型来获取数据结构中的趋势,方差和相关统计数据。这些特性后来用作特定和新形式的扩散过程的输入参数。通过这些扩散过程,我们希望模拟劣化演变和失败发生。故障发生是表示为第一通道时间(FPT)的统计数据之一。 FPT是模型轨迹击中预定阈值的时刻 - 这种阈值表示我们观察的临界限制。

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