• Substructure and static condensation are utilized to reduce computing time.

    并通过运用子结构法及静力凝聚法减少计算量。

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  • This algorithm only involves the calculation of polynomial, it can save computing time.

    这个算法只涉及到多项式计算,可节省机时。

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  • Numerical results show that parallel UTD algorithm can drastically reduce the computing time.

    数值结果表明,并行UTD算法可以大大节省计算时间。

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  • The more complex the geometry, the more factors can be modeled but the slower the computing time.

    几何形状越复杂,模型需要更多的因素,计算时间则更慢。

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  • The computing complexity and computing time of this algorithm is lower than that of existed algorithms.

    该算法比已有的块三对角矩阵求逆算法的计算复杂度和计算时间低。

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  • Meanwhile, motion prediction can reduce the computing time, and improve the robustness of tracking algorithm.

    同时运动预测可以减少算法的计算时间,提高算法的鲁棒性。

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  • Although more precise design plans can be found from optimum design, large amount of computing time has to be expended.

    通过优化设计能够求得比较精确的设计解,但是一般都要花费较多的机时。

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  • Comparing with the general algorithm, it has obvious advantage in computing time, memory room and graphical display effect.

    与通用算法比较,计算时间、存储空间的开支和图形显示效果方面都有较好的改进。

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  • This method called as the precondition design is characterized by its simplicity, practicability, less computing time and so on.

    这一方法具有计算时间少、方法灵活方便等优点。

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  • The results show that the computing time by use the method as proposed in this article is much reduced than that of the general method.

    计算结果与一般方法进行了比较,并就子结构数目和积分步数等进行了探讨。

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  • To solve such problem as too many models and long computing time, a hierarchical multiple model adaptive decoupling controller is designed.

    针对多模型控制方法中模型数目巨大,计算时间长等问题,提出了分层递阶结构多模型自适应前馈解耦控制器。

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  • The result takes up 1137 GB of storage and is (partially) available here. The computation took 103 days of computing time for the modest desktop.

    这次计算出来的圆周率数据占去了1137GB的硬盘容量,Bellard花了103天的时间计算出了这样的结果。

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  • The result shows that the parabolic fit method has a high precision with fewer computing time when the background noise is the main noise source.

    结果表明,方法误差与随机噪声的性质有关:在本底噪声为主时,二次曲线拟合法精度高,计算量小。

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  • Through analyses and experiments, this paper presents the strength and weakness of each method in terms of computing time, memory, stability and accuracy.

    本文通过对上述三种方法的分析和实验对比,得出它们各自在计算时间、存储量、稳定性、精确性等方面的优缺点。

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  • Considering the mass operation in track correlation, a method of fast track correlation with dual sector partition is proposed to save the computing time.

    针对航迹相关过程中存在的计算量大的问题,采用了一种基于双重扇区划分的航迹预相关方法,有效地节约了运算时间。

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  • Computing time is greatly decreased and the global optimal solution is gained by using hybrid heuristic progressive optimality approach to unit commitment.

    将该启发式方法与逐步动态优化法相结合进行机组最优组合,使计算时间大为减少,同时可保证得到最优解。

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  • As an explicit scheme to solve the unsteady incompressible ns equation, the CIP method is characterized by less computing time and simple computer program.

    CIP方法作为一种显式格式求解不可压ns方程,具有计算量小,程序易实现等特点。

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  • The proposed algorithm can not only theoretically meet the need of power system and provide the necessary precision, but also reduce computing time greatly.

    从理论上讲,该算法既满足了电力系统的要求,且提供了必要的精度,又使计算时间大大减少。

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  • In the current level of computer graphics, it's not a difficult to generate accurate and detailed computer images so far as there is sufficient computing time.

    就计算机图像来说,以目前的计算机图形学的水平,只要有足够的计算时间,就可以生成精确细致的画面。

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  • The results show that for the double-reentrant cavity with regular drift region, this method is superior to the others in higher accuracy and less computing time.

    结果表明对于漂移咀规则的重入腔,采用分区场匹配的经典方法仍有明显的优点,它既可以保证很高的精度,又只需要很少的计算量。

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  • According to critical path method and serial scheduling, a schema was discussed for computing time parameters of transitive predecessors and transitive successors.

    根据关键路径法和串行调度原理,论述了先序活动和后序活动时间参数计算的方法,并以实例阐述了计算原理。

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  • A improving method presented by this paper can overcome above problems. The interpolation computing time is decreased, and the calculating accuracy can be assured.

    本文提出了一种改进算法,克服了上述缺点,加快了插补运算速度,保证了计算精度。

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  • There are many methods for solving TSP, yet traditional methods are difficult to solve the optimizations because the computing time is increased with problem scale.

    尽管有许多求解tsp问题的方法,然而传统的算法因其计算时间随着问题规模的增大而增大,在有限的时间内很难求出最优解。

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  • The paper compares further the two algorithms from some aspects of validity, reliability, registration quality and computing time and obtain some beneficial results.

    同时论文进一步从有效性、可靠性、精度、配准质量、计算时间多个角度比较了两种算法的整体性能,得出了一些有益的结论。

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  • It had some keyboard terminals connected to a Digital Equipment PDP-8 minicomputer, and later a few more when Hewlett-Packard donated computing time via phone-line links.

    计算机中心有几台连接小型计算机数码设备PD P - 8的键盘终端,之后又增加了几台,因为惠普公司提供了一些电话线连接计算机的使用时间。

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  • The simulation calculating shows that, the computing time can be shortened, the real-time operation is good, the interpolation accuracy is higher, and the feed speed is even.

    计算实例表明,使用这个方法可以缩短插补计算时间,实时性好,插补精度高,进给速度波动范围小。

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  • The experimental results show that the computing time for the new algorithm is 80% that of the improved equal-average equal-variance nearest-neighbor search (IEENNS) algorithm.

    实验结果表明,该算法的运算时间是改进的等均值等方差最近邻域搜索(IEENNS)算法的80%左右。

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  • Simplified formulae for computing the stiffness matrices in four cases are derived, which, compared with corresponding Gauss integration algorithm, can cut 94-98% computing time.

    文中导出了四种情况下刚度矩阵的简化计算公式,这些公式比对应的高斯积分算法节省计算工作量94—98%。

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  • Simplified formulae for computing the stiffness matrices in four cases are derived, which, compared with corresponding Gauss integration algorithm, can cut 94-98% computing time.

    文中导出了四种情况下刚度矩阵的简化计算公式,这些公式比对应的高斯积分算法节省计算工作量94—98%。

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