- 更多网络例句与最大误差相关的网络例句 [注：此内容来源于网络，仅供参考]
-
The result is evaluated using mean absolute error, maximum absolute error and minimum absolute error.
所选用的精度指标包括：绝对值平均误差、绝对值最大误差以及绝对值最小误差三种。
-
The computation implies that the influence of truncation error of up/downwards continuation is about 0.001 m2·s-2, the maximum error is only 0.11 m2·s-2, which can be ignored in CHAMP gravity field recovery. The influence of the reference gravity field error of up/downwards continuation is less than 0.1 m2·s-2 in general, but the maximum error can reach 1.3 m2·s-2. To reduce this error, a high-precision gravity field model should be used in the up/downwards continuation.
计算表明：延拓误差中的截断误差部分影响量级约0.001 m2·s-2，最大误差仅为0.11 m2·s-2，可完全忽略；延拓误差中的参考重力场模型误差影响随参考场选取的不同而有所差异，整体而言小于0.1 m2·s-2，但最大误差可达1.3 m2·s-2，采用高精度的参考重力场模型能大大减小延拓误差影响。
-
In this thesis, we use the Min-Max criterion and Parks-McClellan algorithm to design this optimal approximation error of spectrum. Moreover, we give constraint of this optimal spectrum to get the positive spectrum. Then the positive spectrum can be factored by Spectrum Factorization Theorem and can be realized by FIR system.
我们利用最小化最大误差指标，及Parks-McClellan演算法，设计出具有最佳误差的频谱，并对此频谱做限制式上的处理，来得到正数列频谱，并将所得到之正数列频谱利用分解理论做分解，并以FIR系统实现之。
-
The revised Hargraves formula has the best result compared with Penman-Monteith formula, the average relative error is 6%, moreover, Hargaves method requiring the least data in calculating ETo, so this method has the high actual application value; The following are Radiation method and Blaney-Criddle method ; The worst is the Pan method, even after revised, the highest and average relative error is 36% and 10%, respectively. So, in this study, Penman-Monteith method, Radiation method, Blaney-Criddle method and Hargraves method are used except Pan method.
在这四种方法中，修正后的Hargraves方法与彭曼—蒙特斯方法的计算结果符合最好，其平均相对误差为6％，而Hargraves方法需要的气象数据只有计算时段的最高、最低温度，该方法具有较高的实际应用价值；辐射方法和布兰尼—克里德尔方法次之；蒸发皿方法最差，即使在修正后，E601型蒸发皿的最大误差也高达36％，平均为10％，所以在预报系统的研究设计中采用了除蒸发皿方法之外的四种方法。
-
Based on the method of minimizing maximum workpiece errors,the circular parameters of normal profile of spline hobs are optimized to obtain optimal circular parameters of the hob by analyzing workpiece errors.
通过对工件齿形误差的分析，根据最大误差最小法的基本原理，对矩形花键滚刀法向齿形的圆弧参数进行优化，使滚刀加工出的工件齿形误差最
-
The maximum error of regional anomaly separation is 3.101×10^(-6)m/s^2 the mean square error is 0.989×10^(-6)m/s^2 and the maximum percentage error is 7.76% for several data on the boundary and is lower than 4.1% for the other points.
分离出的区域异常最大误差为3.101×10^(-6)m/s^2，均方差为0.989×10^(-6)m/s^2，最大百分比误差仅在边部的几个数据上，为7.76%，其余各点的误差均小于4.1%。
-
The horizontal and vertical first derivatives of magnetic anomalies of an infinite cylinder are calculated by the cosine transform method, in which the maximum errors are -0.28 nT/m and 0.47nT/m, respectively and the percent errors are generally within -3.57%~3.27% and -1.94%~1.88%, respectively except several data of the boundary and part are bigger because of remains of Gibbus effect. The calculating curve and theoretical curve are approximately coincident, and there is no influence by effective magnetic dip angle in computing. But the errors with the Fourier transform method are -10.62nT/m and 14.42nT/m, there is large departure between the calculating curve and theoretical curve and evident influence by effective magnetic dip angle in computing.
利用余弦变换法计算的无限长水平圆柱体磁异常水平和垂向一阶导数的最大误差分别为-0.28nT/m、0.47nT/m；水平一阶导数的误差一般在-3.57%~3.27%之间，垂向一阶导数的误差一般在-1.94%~1.88%之间；计算的磁异常一阶导数值与理论值大致重合，而且不受有效磁化倾角的影响而Fourier变换法计算的水平和垂向一阶导数最大误差分别为-10.62nT/m、14.42nT/m，计算曲线与理论曲线偏离大，受磁化倾角的影响也较大。
-
Meanwhile, it also analyzes the precision of these methods and the overall accuracy of the lunisolar theory of the book in positional calculations.
前一种方法用于太阳中心差计算时可以把最大误差控制在1角秒之内，而后一种方法用于月亮中心差计算的最大误差也不会超过11角秒。
-
By using hyperbolas to fit axial curves, considering the maximal error of the fitting curves as the objective function, the optimal fitting hyperb...
通过双曲线来拟合齿向曲线，使拟合曲线的最大误差为目标函数，利用优化的方法，使最大误差最小，得到最优的拟合双曲线，从而加工出所需要的齿形。
-
By using hyperbolas to fit axial curves, considering the maximal error of the fitting curves as the objective function, the optimal fitting hyperbola is obtained and the maximal error of fitting curves is minimal after optimization.
通过双曲线来拟合齿向曲线，使拟合曲线的最大误差为目标函数，利用优化的方法，使最大误差最小，得到最优的拟合双曲线，从而加工出所需要的齿形。
- 更多网络解释与最大误差相关的网络解释 [注：此内容来源于网络，仅供参考]
-
maximum deckle：最大有效网宽
maximum cooking temperature (最高)蒸煮温度 | maximum deckle 最大有效网宽 | maximum deviation 最大误差
-
maximum deviation：最大误差
maximum deckle 最大有效网宽 | maximum deviation 最大误差 | maximum peak load 最大极限负荷
-
maximum deviation sensitivity：最大偏差灵敏度
maximum detctable range 最大测距离 | maximum deviation sensitivity 最大偏差灵敏度 | maximum error 最大误差
-
maximum frequency deviation：最大频率偏移
maximum error 最大误差 | maximum frequency deviation 最大频率偏移 | maximum frequency of oscillation 最高振荡频率
-
maximum error：最大误差
maximum body breadth 最大体宽 | maximum error 最大误差 | maximum head breadth 最大头宽
-
maximum error：最大误差(极限误差)
平均误差 mean error | 最大误差(极限误差) maximum error | 伪误差(粗差) spurious
-
maximum error; limiting error：最大误差;极限误差
均方差;中误差 mean square error | 最大误差;极限误差 maximum error; limiting error | 中线测量 center line survey
-
maximum likelihood estimator：最大似然估计值
maximum error 最大误差 | maximum likelihood estimator 最大似然估计值 | maximum likelihood method 最大相似法
-
maximum principal stress：最大主応力
最大误差 inaccuracy | 最大主応力 maximum principal stress | 最大目盛 maximum scale value
-
worst error：最大误差
worst case design 最不利情况设计 | worst error 最大误差 | worth 价值;性能;值得...的