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急求英文翻译is presented here. Non-linear series are decomposed into

名字被你爸取了 2013-04-23 01:30:14 332  浏览
  • ispresentedhere.Non-linearseriesaredecomposedintostationaryIMFsandresidualcomponents,andthentheselectedhighfrequencyIMFsarede-noisedwiththewaveletmodel.Finally,theEMDreco... is presented here. Non-linear series are decomposed into stationary IMFs and residual components, and then the selected high frequency IMFs are de-noised with the wavelet model. Finally, the EMD reconstruction gives the extracted system error series. Some evaluation standards for proving the effectiveness of the proposed methodology are also given. In this paper, DD systematic errors are isolated with the EMD-Wavelet model and integrated into the baseline computation for a higher accuracy baseline solution. Experimental results show improvements in reliability and the residual series of the baseline solution. 展开

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  • 我爱丽20700 2013-04-24 00:00:00
    是 这里介绍。非线性的系列被分解成 静止的 IMF和残留成分,然后 选 高频率的IMF与去噪 小波 模型。Z后,EMD重建是为 提取 系统误差序列。有人评价标准 为 证明的有效性 方法 还给出。 在 本文中,DD分离与系统性失误 EMD小波 模型和融入基线的 计算 基线解的精度较高。 实验的 结果表明提高可靠性 和 剩余一系列基线解决方案。

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  • chpmkccd 2013-04-24 00:00:00
      …介绍如下:   把一些非线性级数分解为不变的初始质量函数(IMF)和残留成分,然后把选择的高频初始质量函数用电子动量密度微波模型消除干扰,Z后电子动量密度的再现会产生萃取的系统误差级数,一些为得出检验候选方法的有效性的赋值标准同时也会产生。   本文中,数字数据(DD)系统误差用电子动量密度(EMD)微波模型隔离并且并入为得出较高精确度的基本解决方案的初始计算。实验结果显示了可靠性方面的改进和基本解决方案的残留级数。 

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急求英文翻译is presented here. Non-linear series are decomposed into
ispresentedhere.Non-linearseriesaredecomposedintostationaryIMFsandresidualcomponents,andthentheselectedhighfrequencyIMFsarede-noisedwiththewaveletmodel.Finally,theEMDreco... is presented here. Non-linear series are decomposed into stationary IMFs and residual components, and then the selected high frequency IMFs are de-noised with the wavelet model. Finally, the EMD reconstruction gives the extracted system error series. Some evaluation standards for proving the effectiveness of the proposed methodology are also given. In this paper, DD systematic errors are isolated with the EMD-Wavelet model and integrated into the baseline computation for a higher accuracy baseline solution. Experimental results show improvements in reliability and the residual series of the baseline solution. 展开
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