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一种基于二次曲线拟合的冲击峰值计算方法 被引量:3

A Novel Calculation Method for Peak of Impulse Waveforms Based on Parabola Curve-fitting
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摘要 针对半正弦冲击波形峰值的计算,提出了二次曲线拟合算法。通过截取部分峰值波形拟合计算获得峰值,有简捷、收敛的特点,并可通过拟合残差有效值判定拟合效果的优劣。该方法直接使用原始数据计算,无须滤波,可获得更加客观准确的结果。通过校准实验波形计算并与以往方法比较,验证了该方法的有效性和可行性。 A novel calculation method based on parabola curve - fitting is presented for peak calculation. Through taking out the waveform near impulse peak from acquisition data, the impulse peak value is got by using parabola curve - fitting. The method has the specialties of easy to use, good convergence, and so on. By the error of curve -fitting, the different curve-fitting results can be compared. In this method, the sampling data are used to calculate the impulse peak directly, so, there is no affects and influence of filters, and it can attain the more precise and impersonal peak results. In a group of impulse calibration experiments, and through compared with traditional method, both the correctness and the feasibility of the pulse peak calculation method are proved.
出处 《计量学报》 CSCD 北大核心 2015年第3期309-312,共4页 Acta Metrologica Sinica
关键词 计量学 脉冲 峰值幅度 抛物线拟合 参数估计 冲击传感器 Metrology Impulse Peak amplitude Parabola curve-fitting Parameter estimation Shock transducer
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  • 1ISO. ISO 16063-13 - 2001 (E) Methods for the calibration of vibration and shock transducers-Part 13: Primary shock calibration using laser[ S]. 2001.
  • 2国家质量技术监督检验检疫总局.GB/T20485.13-2007振动与冲击传感器校准方法一第13部分:激光干涉法冲击绝对校准[S].2007.
  • 3国家技术监督局.JJG791-1992冲击力法冲击加速度校准装置[S].1992.
  • 4国家技术监督局.JJG632--1989动态力传感器[s].1989.
  • 5国家质量技术监督局.JJG497--2000碰撞试验台[S].2000.
  • 6ISO. ISO 16063-1 - 1998(E) Methods for the calibration of vibration and shock transducers-Part 1 : Basic Concepts [ S]. 1998.
  • 7IEC. IEC Standard, 469-2 Pulse techniques and apparatus, (part 2: Pulse general considerations) [ S] measurement and analysis, 1987.
  • 8国家技术监督局.GB9318--1988脉冲信号发生器测试方法[S],1988.
  • 9梁志国,李新良,连大鸿.激光干涉法一次冲击加速度校准[J].电子测量与仪器学报,2006,20(1):68-72. 被引量:7
  • 10国家质量技术监督检验检疫总局.JJF1153--2006冲击加速度计(绝对法)校准规范[s].2006.

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