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numerical algorithm相关的网络例句

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Comparing with traditional LU numerical decomposition algorithm to solve each row of lower triangular matrix L and each column of upper triangular matrix U, the proposed method is easy to program and efficient In addition, the structure symmetry of Jacobian matrix and the experience of compiler optimization are also adopted in this research, it makes less required memory for the proposed algorithm and higher calculation efficiency.

这种算法和求取L阵每列和U阵每行的传统LU分解方法相比,具有编程简单、计算效率高的优点。另外,雅可比矩阵结构对称以及编译器优化的经验也应用到文中,使得算法不仅占用内存较少,且效率较高。

And the author integrated the ship maneuvering, numeric analysis, the solution method for inverse problems and the control theory, and made the decision that the regularization method is adopted to obtain the coefficients of ship maneuvering, and that immune genetic algorithm is used as the numerical algorithm of the regularization method.

通过分析,综合船舶操纵性,数值分析,反问题的数值解法和控制理论等相关知识,决定采用正则化方法反演船舶操纵运动相互干扰系数,用结合免疫遗传算法的正则化方法作为数值解法来建立船舶操纵运动灰箱模型。

In order to speed up the convergence speed, the each one step of the Landwber iteration is discomposed into the matrix computation and solution and a quick iteration scheme is given for the matrix computation. The relevant accelerated algorithm is given too. Numerical example proves that the accelerated algorithm can quicken convergence speed, reduce the calculation burden, and overcome the obstacle of application of Landweber method of iterated regularization.

为了加快Landweber迭代收敛速度,将每一步Landweber迭代分解为矩阵计算和求解,对矩阵计算部分设计了一种快速迭代格式,并给出了相应的加速算法,通过数值实验验证了这种算法能够大大加快收敛速度,有效的减少计算量,解决了Landweber迭代正则化方法在实际应用中的障碍。

The reconstruction problem is ill-posed, so two optimal criterions, the least module and the smoothness criterion base on Tikhonov regularization technique, are introduced into reconstruction algorithm. Many regularization parameters choice strategies are investigated, and the TPA(Two—Parameter Algorithm) strategy which is based on the Morozov discrepancy principles, is implemented in two regularization reconstruction algorithms.Numerical experiment results show that the nonnegative and smoothness constraint condition can overcome the difficulty of iteration semiconvergent, preconditioned technique can improve convergence rate and reconstruction accuracy, smoothness regularization criterion can meliorate ill-posed problem of reconstruction and enhance iteration stability, and the TPA is an effective strategy of regularization parameters choice.

数值试验表明:在共轭梯度法中引入非负约束和光滑约束改善了迭代的"半收敛"性,非负约束保证了解的非负性,光滑约束抑制了重建解的振荡现象,约束算法的重建精度与无约束算法相比大幅度提高;在约束共轭梯度重建算法中引入预优技术,可以加快算法的收敛速度,提高迭代的稳定性和重建精度;引入光滑准则的正则化技术可以有效改善图像重建问题的不适定性,加快迭代的收敛速度,提高迭代的稳定性和图像重建质量,计算正则参数的TPA算法在闪光照相图像重建中是有效的。

The algorithm is proved to be convergent theoretically and implemented for numerical calculation.Thirdly, two kind problems of multi-unit system maintenance based on the discrete-state deterioration model are analyzed:To achieve the optimization aim of series system consist of two types of units with different failure mode, an opportunistic policy is presented to combine the corrective and condition-based maintenance. The optimal model based on this policy is built and an iteration algorithm based on sequential decision is proposed according to the characteristic of discrete-state deterioration model.

第三、在部件优化分析的基础上,针对基于离散状态劣化模型的多部件系统视情维修决策中的两类典型问题,提出了相应的机会维修策略和优化分析方法:(1)针对串联系统由分别采用视情维修和事后维修的两类部件组成的情况,提出了一类事后维修与视情维修相结合的机会策略,建立了相应的多部件系统维修优化模型,并根据离散状态劣化模型的特点,提出了一类基于序贯决策的求解方法。

In the Uzawa algorithm, we use the HX preconditioner for the primal variable. The numerical results indicate that the new algorithm has good parallelization scalability and the iteration counts are independent of the mesh size and the jump range as for the floating subdo mains and interior cross-points.

数值实验结果表明,不论是对光滑系数还是对有无浮动子区域及有无内交叉点的跳系数情形,我们所设计的并行算法HX-Uzawa-p的迭代次数都基本不依赖于网格规模及系数跳幅,且具有很好的并行可扩展性。

Numerical algorithm and analysis of Romeo and Juliet Solutions to the maze compared to the classical algorithm.

数值算法与分析中的罗密欧与朱丽叶的迷宫问题解法,比较经典的算法。

We also introduce a control function, prove the global convergence, and prove the local superlinear convergence under some conditions. Then we propose another new algorithm by using an existed approximation functions, which has the same characters as the first algorithms does. Finally, the result of the numerical experiments indicates the efficiency of the first algorithm. The paper contains four parts.

本文还引入了新的控制函数,并证明了算法具有全局收敛性和在一定的条件下具有局部超线性收敛性;然后,在第一个算法的基础上,本文利用已有的光滑逼近函数提出了另外一个新的算法,通过适当参数选取,证明了新的算法具有与第一个算法同样良好的收敛性质;最后,通过数值计算说明了算法的高效性。

The multiresolution time-domain algorithm based on the scaling function of the Daubechies wavelet is introduced, and the perfectly matched layer absorbing boundary condition for the algorithm is deduced. In order to overcome the difficulties due to the nonlocalized property of the MRTD basis functions, the pure scattered-field formulation is adopted. The method presented is applied to the scattering analysis of multiple conducting objects, and the numerical results are compared with those by the traditional finite-difference time-domain method. It is shown that the computational resource is reduced drastically without sacrificing much accuracy.

对基于Daubechies小波尺度函数的时域多分辨分析算法进行了详细论述,推导了MRTD算法的完全匹配层吸收边界条件,为克服传统MRTD方法中基函数存在着非局部性的缺点,在源的加入上采用了纯散射场方法;并应用该算法对多目标的电磁散射特性进行了分析,数值结果表明,MRTD算法与传统的时域有限差分法结果相吻合,大大节约了计算资源。

In this paper, some basic CFD problems are studied, including ENO/WENO schemes, CFD systematic analysis, object-oriented programming method and zone divided parallel algorithm. These methods enriched and advanced the CFD algorithms, and then these algorithms were applied in numerical applications of the scarfed reversal nozzle and the open cavity. This promotes the speed of the CFD algorithm combine with the project applications.

本文通过对ENO/WENO格式、CFD计算系统分析、面向对象的程序设计方法以及分区并行计算等一些基本问题的研究,进一步丰富和发展了CFD的分析方法,并将所研究的CFD技术应用于斜切反喷管和空腔流动的计算分析中,推动了CFD技术进步同工程应用的紧密结合。

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