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1·The method s performance is evaluated by using the entropy, cross-entropy, mutual information, error of mean square root and peak signal to noise ratio.

并采用熵、交叉熵、互信息、均方根误差和峰值信噪比等指标对该方法进行了客观评价。

2·The article calculates the mean square root values of pulse noise, observational dynamic range and power spectrum of ground noise of all seismic station bases.

得出了各地震台台基的脉动噪声的均方根值、观测动态范围、地噪声功率谱。

3·Besides a comparison of the characteristic line, the normalized mean square root error, the normalized mean error, and the maximum deviation are calculated and discussed.

除了用单行数值比较法外，还计算了重组和数学模型之间的归一化均方根偏差、归一化平均偏差和最大偏差。

4·And then, fractal characterizations and dimension calculations were conducted in two kinds of profile curves with the methods of the structure function and the mean square root.

然后用结构函数和均方根两种方法对理论和实际的轮廓曲线进行了分形表征和分维计算。

5·The simulation results show that the mean square root acceleration of optimized suspension parameters reduces by 60% and automobile riding comfort performance is improved enormously.

仿真结果表明，优化后的车身垂直方向加速度均方根值减小了60 %，汽车乘坐舒适性得到了显著的改善。

6·That's your root mean square.

那就是你的均方根。

7·The results of the test data indicate that the prediction system is reliable and the root of mean square error is about 15%.

对测试数据的预测结果表明，该预测系统能够可靠工作，预测结果的均方根误差在15%左右。

8·The stress range histogram was used to estimate the effective root - mean - square stress range.

应力范围直方图可用作估算等效均方根应用力范围。

9·Time domain dynamics response, frequency response function and root mean square value are taken to evaluate the vibration influence on the light-beam propagation performance quantitatively.

提出了将时域动态响应、频率响应函数和均方根值作为机械振动对光束传输性能影响的定量评价值。

10·Multiple scattering from two-dimensional rough surface with large surface root mean square(RMS) slope is studied with Kirchhoff approximation.

利用基尔霍夫近似研究了表面均方根斜率较大的二维粗糙面的多次散射问题。