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Modeling Temperature Data of RLG's Scale Factor Using LS-SVM

机译:使用LS-SVM建模RLG刻度系数的温度数据

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In this paper, A LS-SVM model based RLG's scale factor temperature data modeling method is studied. Using traditional least square linear model to modeling nonlinear ring laser gyro scale factor test data has its intrinsic shortcoming, and sometimes it is difficult to meet the application requirements. Recently, nonlinear function approximation based modeling methods such as the BP networks are introduced to modeling the temperature data. But in the BP networks will suffer the problem of overfitting and the existence of many local minima. To avoid these shortcomings the LS-SVM is used to modeling the scale factor temperature data. Base on the analysis of the test scale factor data, the scale factor test data is modeled as the function of the temperature and its increment, and LS-SVM model is employed to estimate the nonlinear function. The simulation results show that the LS-SVM model can approach scale factor data accurately, and its precision is much higher than the least square model. The mean squared deviation of LS-SVM model is smaller than 0.51??10-6(??/pulse). Base on considerately designed test procedure and large numbers of experimental data, a practical temperature model can be established.
机译:本文研究了基于LS-SVM模型的RLG尺度因子温度数据建模方法。使用传统的最小二乘线性模型来建模非线性环形激光陀螺仪表系数测试数据具有其内在缺点,有时难以满足应用要求。最近,引入了基于非线性函数近似的建模方法,例如BP网络以建模温度数据。但在BP网络中将遭受过度装备的问题和许多当地最小值的存在。为避免这些缺点,LS-SVM用于建模比例因子温度数据。基于测试刻度因子数据的分析,刻度因子测试数据被建模为温度的函数及其增量,并且使用LS-SVM模型来估计非线性函数。仿真结果表明,LS-SVM模型可以准确地接近比例因子数据,其精度远高于最小二乘模型。 LS-SVM模型的平均平方偏差小于0.51 ?? 10-6(Δ/脉冲)。基于主要设计的测试程序和大量的实验数据,可以建立实际温度模型。

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