Xu J.-B.,Harbin University of Science and Technology |
Xu J.-B.,The Higher Educational Key Laboratory for Measuring and Control Technology and Instrumentations of Heilongjiang |
Yuan Y.-B.,Harbin Institute of Technology |
Liu B.,Harbin University of Science and Technology |
And 5 more authors.
Jiliang Xuebao/Acta Metrologica Sinica | Year: 2012
Gaussian filter acts as the filter for roundness signal processing and a new implementation approach for it is presented. Based on B-spline function, the variations principle with the constraint condition and the convolution characteristic of Gaussian filter of small scale parameter, the approximation filter of Gaussian filter is established. The amplitude characteristic deviation from the theory filter is less than 1% and has zero-phase-shift characteristic. The digital filtering algorithm consists of the zero-phase-shift filtering and the weighing filtering which loop two times in processing and has simply structure and high efficiency. The method of cycle continuation solves the edge effects of digital filtering by the periodicity of the roundness measurement signal. The approximation filter is both efficiency and accurate for the implementation of Gaussian filter in the application of roundness measurement. Source