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Asymmetric delay feedback stochastic resonance detection method based on prior knowledge particle swarm optimization

机译:基于先前知识粒子群优化的非对称延迟反馈随机共振检测方法

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摘要

For the adjustable parameters stochastic resonance system, the selection of the structural parameters plays a decisive role in the performance of the detection method. The vibration signal of rotating machinery is non-linear and unstable, and its weak fault characteristics are easily concealed by noise. Under strong background noise interference, the detection of fault features is particularly challenging. Therefore, a type of weak fault feature extraction method, named knowledge-based particle swarm optimization algorithm for asymptotic delayed feedback stochastic resonance (abbreviated as KPSO-ADFSR) is proposed. Through deduction under adiabatic approximation, we observe that both the asymmetric parameters, the length of delay and the feedback strength, impact the potential function. After adjusting the asymmetric parameters of the system, the output signal-to-noise ratio (SNR) is used as the fitness function, and the setting of the relationship between the noise intensity and barrier height is used as the prior knowledge of the particle swarm algorithm. Through this algorithm, the delay length and the feedback strength are optimized. This method achieves global optimization of system parameters in a short time; it overcomes the shortcomings of the traditional stochastic resonance method, which has a long convergence time and tends to easily fall into local optimization. It can effectively improve the detection of weak fault features. In the bearing rolling body pitting corrosion failure experiment and steel field engineering experiment, the proposed method could extract the characteristics of a weak fault more effectively than the traditional stochastic resonance method based on the standard particle swarm algorithm.
机译:对于可调参数随机共振系统,结构参数的选择在检测方法的性能下起决定性的作用。旋转机械的振动信号是非线性和不稳定的,并且其弱故障特性易于隐藏在噪声。在强大的背景噪声干扰下,故障特征的检测尤其具有挑战性。因此,提出了一种类型的弱故障特征提取方法,提出了一种名为基于知识的粒子群派分优化算法,用于渐近延迟反馈随机共振(缩写为KPSO-ADFSR)。通过在绝热近似下扣除,我们观察到,不对称参数,延迟长度和反馈强度,影响潜在功能。在调整系统的不对称参数之后,输出信噪比(SNR)用作适应度函数,并且噪声强度和屏障高度之间的关系的设置用作粒子群的先前知识算法。通过该算法,优化延迟长度和反馈强度。该方法在短时间内实现了系统参数的全局优化;它克服了传统随机共振方法的缺点,其具有较长的收敛时间,往往很容易陷入局部优化。它可以有效地改善了对弱故障特征的检测。在轴承滚动体蚀腐蚀失败实验和钢铁场工程实验中,所提出的方法可以比基于标准粒子群算法的传统随机共振方法更有效地提取弱故障的特性。

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