Toeplitz矩阵相乘的快速卷积算法

本文利用Ｔｏｅｐｌｉｔｚ矩阵可分解为循环阵与斜循环阵之和的特点２，借助于卷积的ＦＦＴ算法，推导出计算两个Ｔｏｅｐｌｉｔｚ矩阵之积的一种新的快速算法，其乘法复杂性为２ｎ＾２＋Ｏ（ｎｌｏｇ２ｎ）。     

一种阵列信号超分辨率快速算法

提出了一种阵列信号超分辨率快速算法，并分析了它的收敛速度。这种算法基于协方差矩阵的特征值平移和矩阵的幂迭代，而不需要矩阵求逆。它的收敛速度快，一般只需几次迭代就能收敛，且算法结构简单，易于实现。     

Boundary cell-based acceleration for volume ray casting

Several effective acceleration techniques for volume rendering offer efficient means to skip over empty space, providing significant speedup without affecting image quality. The effectiveness of such an approach depends on its ability to accurately estimate the object boundary inside a volume with minimal computational overhead. We propose a novel boundary cell-based acceleration technique for ray casting which skips over empty space by accurately calculating the intersection distance for each ray. Very short distance estimation time is achieved by exploiting a projection template to calculate the parallel-projection values of each boundary cell and the coherency of adjacent cells. Since no hardware acceleration is used, the projection procedure can also be efficiently parallelized. Experimental results are provided to demonstrate the performance of our new algorithm.     

快速次优固定区间Wiener平滑器算法

为了克服带相关噪声控制系统的最优固定区间Kalman平滑算法要求较大计算负担的缺点,应用Kalman滤波方法,基于CARMA新息模型,由稳态最优Kalman平滑器导出了带相关噪声控制系统的最优固定区间Wiener递推状态平滑器,它带有系数阵指数衰减到零的高阶多项式矩阵.用截断系数矩阵近似为零的项的方法提出了相应的快速次优固定区间Wiener平滑算法.它显著地减少了计算负担,便于实时应用,还给出了截断误差公式和选择截断指标的公式.仿真例子说明了快速平滑算法的有效性.     

A fast boundary cloud method for 3D exterior electrostatic analysis

An accelerated boundary cloud method (BCM) for boundary‐only analysis of 3D electrostatic problems is presented here. BCM uses scattered points unlike the classical boundary element method (BEM) which uses boundary elements to discretize the surface of the conductors. BCM combines the weighted least‐squares approach for the construction of approximation functions with a boundary integral formulation for the governing equations. A linear base interpolating polynomial that can vary from cloud to cloud is employed. The boundary integrals are computed by using a cell structure and different schemes have been used to evaluate the weakly singular and non‐singular integrals. A singular value decomposition (SVD) based acceleration technique is employed to solve the dense linear system of equations arising in BCM. The performance of BCM is compared with BEM for several 3D examples. Copyright © 2004 John Wiley & Sons, Ltd.     

GPS信号快速捕获方案中门限设定算法

针对GPS信号快速捕获方案中的门限计算复杂问题,采用聂孟-皮尔逊准则,以发现概率为性能指标,对基于非相干累加和相干累加相结合的GPS信号快速捕获算法的性能进行了详细的理论推导,给出了高低信噪比下通用的判决门限计算方法,并通过系统仿真对理论结果进行了验证.对实际情况中概率分布的合理近似使理论分析过程得以简化,使得判决门限的计算复杂度大大降低.     

液钠沸腾两相流流型与临界热流密度(CHF)机理实验研究

通过大量的液态金属钠临界热流密度 (CHF)的实验研究 ,结合液钠两相传热流动特性及液钠的物性特点 ,分析了起始沸腾流型 ,泡状流 ,块状流 ,环状流和双向环状流的热工水力特性 ;并从实验结果出发 ,深入分析了液钠发生临界热流密度时的气泡爆炸和液膜撕裂或局部蒸干的两种传热恶化机理     

基于蒙特卡罗-离散纵标双向耦合方法的快中子注量基准分析

蒙特卡罗（MC）-离散纵标（S_N）双向耦合方法是解决大型复杂核装置屏蔽问题的有效方法。本文针对三维MC-S_N双向耦合方法在大型压水堆核电站屏蔽计算中的应用,进行了基准验证分析。基于美国核管会（NRC）发布的NUREG/CR-6115压水堆基准模型,采用自主开发的三维MC-S_N双向耦合屏蔽计算分析方法,利用MCNP4C精确计算堆芯到热屏蔽精细模型以及位于压力容器内部计算区域的精确模型,三维S N 程序TORT用于进行热屏蔽到第2下降区外表面间的计算。通过自主研发的接口程序实现MC粒子概率分布与S_N角通量密度间的相互转换,实现MC和S_N 双向耦合计算。三维MC-S_N双向耦合方法计算结果与基准报告提供的MCNP、DORT结果符合良好,初步验证了该方法解决大型复杂核装置屏蔽问题的可行性。     

Comparison of Group Constants Using Single-and Multi-Level Formulas for the Resolved Resonance Region of Uranium-235 and Uranium-233

Using the single-level and the Adler-Adler multi-level resonance formulas for ²³⁵U, whose parameters were derived by fitting to common experimental data, group constants were obtained for the energy region from 59.8 to 0.215 eV, having the same group structure as the 70 group JAERI-FAST set.

It was found that use of the multi-level formula is preferable to the single-level alternative, the former being able to reproduce the experimental data more accurately than the latter. The resulting difference in the values of the group constants amounted to about 40% for some groups.

The group constants of ²³³U, determined by means of multi-level formula are also presented for the energy region from 36.0 to 0.215 eV.