Nonhomogeneity of different localized formation leads to nonlinearity formation resistivity equations.

文中指出域化后的均质导致电导率公式的。

The nonlinearity of moment-angle relationship of the beams in a kind of micromachine vibratory angular rate sensor is derived by using energy method.

用能量法计算了振动轮式微机械速率传感器中梁的力矩一转的关系，分析了在这种影响下的传感器幅频、相频特。

This point out that in order to improve the LMS algorithm performance, the gradient are optimally estimated, or the error signal are nonlinearity processed,these methods are equipollent.

对最速下降法的梯度优化估值和对误差信号处理，是改善LMS算法能的等同措施。

Nonhomogeneity of different localized formation leads to nonlinearity formation resistivity equations.

文中指出地层局域化后的非均质导致地层电导率公的非线。

The nonlinearity of moment-angle relationship of the beams in a kind of micromachine vibratory angular rate sensor is derived by using energy method.

用能量法计算了振动轮械速率传感器中梁的力矩一转的非线关系，分析了在这种非线下的传感器幅频、相频特。

This point out that in order to improve the LMS algorithm performance, the gradient are optimally estimated, or the error signal are nonlinearity processed,these methods are equipollent.

对最速下降法的梯度优化估值和对误差信号非线处理，是改善LMS算法能的等同措施。

Nonhomogeneity of different localized formation leads to nonlinearity formation resistivity equations.

文中指出地层局域化均质导致地层电导率公式线性。

The nonlinearity of moment-angle relationship of the beams in a kind of micromachine vibratory angular rate sensor is derived by using energy method.

用能量法计算了振动轮式微机械速率传感器中梁力矩一转线性关系，分析了在这种线性影响下传感器幅频、相频特性。

This point out that in order to improve the LMS algorithm performance, the gradient are optimally estimated, or the error signal are nonlinearity processed,these methods are equipollent.

最速下降法梯度优化估值和信号线性处理，是改善LMS算法性能等同措施。

Nonhomogeneity of different localized formation leads to nonlinearity formation resistivity equations.

文中指出地层局域化后非均质导致地层电导率公式非。

The nonlinearity of moment-angle relationship of the beams in a kind of micromachine vibratory angular rate sensor is derived by using energy method.

用能量法计算了振动轮式微机械速率传感器中梁一转非系，分析了在这种非影响下传感器幅频、相频特。

This point out that in order to improve the LMS algorithm performance, the gradient are optimally estimated, or the error signal are nonlinearity processed,these methods are equipollent.

对最速下降法梯度优化估值和对误差信号非处理，是改善LMS算法能等同措施。

Nonhomogeneity of different localized formation leads to nonlinearity formation resistivity equations.

文中指出地层局域化后的均质导致地层电导率公式的。

The nonlinearity of moment-angle relationship of the beams in a kind of micromachine vibratory angular rate sensor is derived by using energy method.

用能量法计算了振动轮式微速率传感器中梁的力矩一转的关系，分析了在这种影响下的传感器幅频、相频特。

This point out that in order to improve the LMS algorithm performance, the gradient are optimally estimated, or the error signal are nonlinearity processed,these methods are equipollent.

对最速下降法的梯度优化估值和对误差信号处理，是改善LMS算法能的等同措施。

Nonhomogeneity of different localized formation leads to nonlinearity formation resistivity equations.

出地层局域化后的非均质导致地层电导率公式的非线性。

The nonlinearity of moment-angle relationship of the beams in a kind of micromachine vibratory angular rate sensor is derived by using energy method.

用能量法计算了振动轮式微机械速率传感器梁的力矩一转的非线性关系，分析了在这种非线性影响下的传感器幅频、相频特性。

This point out that in order to improve the LMS algorithm performance, the gradient are optimally estimated, or the error signal are nonlinearity processed,these methods are equipollent.

对最速下降法的梯度优化估值和对误差信号非线性处，善LMS算法性能的等同措施。

Nonhomogeneity of different localized formation leads to nonlinearity formation resistivity equations.

文中指出地层局域化后非均质导致地层电导率公式非。

The nonlinearity of moment-angle relationship of the beams in a kind of micromachine vibratory angular rate sensor is derived by using energy method.

用能量法计算了振动轮式微机械速率传感器中梁一转非系，分析了在这种非影响下传感器幅频、相频特。

This point out that in order to improve the LMS algorithm performance, the gradient are optimally estimated, or the error signal are nonlinearity processed,these methods are equipollent.

对最速下降法梯度优化估值和对误差信号非处理，是改善LMS算法能等同措施。

Nonhomogeneity of different localized formation leads to nonlinearity formation resistivity equations.

文中指局域化后的非均质导致电导率公式的非。

The nonlinearity of moment-angle relationship of the beams in a kind of micromachine vibratory angular rate sensor is derived by using energy method.

用能量法计算了振动轮式微机械速率传感器中梁的力矩一转的非关系，分析了在这种非影响下的传感器幅频、相频特。

This point out that in order to improve the LMS algorithm performance, the gradient are optimally estimated, or the error signal are nonlinearity processed,these methods are equipollent.

对最速下降法的梯度优化估值和对误差信号非理，是改善LMS算法能的等同措施。

Nonhomogeneity of different localized formation leads to nonlinearity formation resistivity equations.

文中指出地层局域化后的导致地层电导率公式的线性。

The nonlinearity of moment-angle relationship of the beams in a kind of micromachine vibratory angular rate sensor is derived by using energy method.

用能量法计算了振动轮式微机械速率传感器中梁的力矩一转的线性关系，分析了在这种线性影响下的传感器幅频、相频特性。

This point out that in order to improve the LMS algorithm performance, the gradient are optimally estimated, or the error signal are nonlinearity processed,these methods are equipollent.

最速下降法的梯度优化估误差信号线性处理，是改善LMS算法性能的等同措施。