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error estimate相关的网络例句

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与 error estimate 相关的网络例句 [注:此内容来源于网络,仅供参考]

Error sources of velocity estimate have been changed since SA was off. Firstly influence quantities of all kinds of error sources of velocity determination were analyzed, the potential accuracy of GPS absolute velocity estimate was derived from both theory and field GPS data simulation.

首先从理论和实测数据模拟两方面分析了SA取消后各类误差源对GPS测速的影响,推导并计算了GPS单点测速可能达到的精度水平。

Relation between geometrical contour error of inner corner and machining condition is investigated by the experimental plan of Taguchi quality design. Through the quantitative analysis, the geometrical contour error is mainly affected by wire tension and flushing pressure. By regression analysis, a mathematical model is established to estimate cutting path error of corner cutting. According to the estimated cutting path error, the program path is corrected.

研究首先以田口式品质设计实验计画法来探讨加工参数与隅角形状误差间的关系,从变异数分析的结果得知,线张力与冲水压力是对於隅角精度影响最显著因子,应用回归分析建立转角加工路径误差量估测模式,利用此模式以预测不同加工条件下隅角加工路径误差量,依据预测加工路径误差量计算轨迹补偿量,实验结果证明本文所提出轨迹补偿策略可有效提高60%之隅角加工精度。

By dealing with regularization error,sample error and hypothesis error,we estimate the total error in terms of properties of the kernel,the input space,the marginal distribution,and the regression function of the regression problem.

样本相关的假设空间将为误差分析带来一项额外的假设误差,这一点与通常情况下样本无关的假设空间有本质的区别。

Using the asymptotically compact theory of Anselone' and Stepleman' theorem, the existence, the unicity , the convergence and the error estimate with O(h3) of the discrete equations are shown....

并借助Anselone的渐近紧收敛理论和Stepleman定理,证明了离散方程组的解存在性、唯一性、收敛性和精度阶O(h~3)。使用Ostrowski的不动点定理,提供了三阶收敛的迭代法。

Most existing results only presented the related error estimate for a concrete problem discretized by covolume methods.

并且大部分已有研究结果均集中于给出对某一具体问题用有限体积法离散后的误差估计,而对于如何高效求解其离散方程,这一无论从理论上讲,还是从实际应用角度出发都具有重要意义和巨大实用价值的问题,目前这方面的研究结果还很少。

And then hp version discontinuous space-time finite element methods is used for a kind of Volterra integrodifferential parabolic equation with weakly singular kernel.The uniqueness of the approximate solution of the equation and the error estimate for time in L_2 norm and space in L_2 norm is obtained.

其次利用hp间断有限元方法研究一类Volterra偏积分微分方程,证明了离散解的存在唯一性,并得到了时间L_2、空间L_2模的指数型误差估计。

In order to evaluate aiming error of missile on the warship or on the submarine, including the error of warship position, the error of reference azimuth and the error of transfer measurement given by the navigation system, and try to divided them from the general error, it is highly important that we estimate and evaluate missile system of mobile bedding launching.

为了评估从舰船/潜艇上发射导弹的瞄准误差,包括舰船导航系统给定的船位误差、基准方位误差及其传递测量误差,并试图把它们从总的瞄准误差中分离出来,这对于动基座发射导弹武器的瞄准精度的评价极为重要。

Finally, we establish rational spectral formation of discrete with regard to time and space, and gained the error estimate in the finite-time in the abstract.

最后,我们构造了同时关于时间空间方向离散的谱格式,并从理论上建立了在有限时间上的全离散格式近似解的误差估计。

Next,by the use of the method on anisotropy subdivision in [8],we have proved the properly advanced element satisfy the feature of anisotropy for arbitrary convex cuboid subdivision in 3-dimension space and the error estimate is obtained.

接着,运用文献[8]中关于讨论各向异性的方法,我们证明了此单元在适当的改进之后,对长方体剖分满足各向异性特征,并且给出了相应的误差估计。

Finally, some numerical experiments were presented on the adapted meshes with a posteriori error estimate as criterion.

最后,给出了以误差估算值为准则的自适应网格上的数值结果。

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