等截面单跨超静定梁固端弯矩的一种解法

以力法为基础,用简支梁作为基本结构,通过简支梁弯矩图的面积及其形心位置推导得出固支梁固端弯矩计算的一般公式,并指出该公式在其它单跨超静定梁计算中的应用。     

循环赛图K(i)2n与完备匹配的新算法

提出了求K2n的△(G)个完备匹配Mi的一种算法.给出了循环赛图的定义.阐明了循环赛图K2n(i)的构造的过程.介绍了循环赛图K(i)8,K(i)10,K(i)14,K(i)16+的构造结果.     

基于SDG的传感器分布优化设计

故障诊断方法的效率主要取决于监视过程变量传感器的配置.针对现有双向图的设计方法配置过程繁琐、容易出错等问题,提出了一种改进的基于带符号的定向图(SDG)故障诊断的计算机程序算法来设计传感器的网络分布.通过五罐系统得出结论证明,这种改进的计算机程序算法具有效率高、信息利用量大、准确率高和简单易用的特点,为将基于SDG的故障诊断方法应用于实际控制过程提供了一条新的途径.     

数论中欧拉恒等式的若干注记

利用新建立的丢番图的定理,我们以回顾历史的眼光来探究数论中著名的欧拉恒等式,本文用实例证明欧拉恒等式所表达的理念与意识形态存在明显的错误。     

The Chromatic Uniqueness of Bipartite Graphs K （ m, n ） - A with ｜ A ｜ = 2

The chromatically uniqueness of bipartite graphs K （m, n） - A（]A] = 2） was studied. With comparing the numbers of partitions into r color classes of two chromatically equivalent graphs, one general numerical condition guaranteeing that K（ m, n） - A （ I A ] = 2） is chromatically unique were obtained. This covers and improves the former correlative results.     

基于不对称边界的变精度粗糙集的参数选择

不对称边界的变精度粗糙集是Pawlak粗糙集、变精度粗糙集的推广,在l和u参数作用下,使粗糙集模型更加一般化,完善了近似空间的概念。基于不对称变精度粗糙集模型研究的基础上,提出了分类质量和依赖度的方法对不精确信息进行度量,对决策表进行约简。在l,u值的选取,提出了单参数控制的方法,通过l,u-质量图分析和计算验证了方法的有效性。     

基于MPI算法的均匀线阵自适应方向图形成研究

介绍了一种基于大特征矢量的幂迭代(MPI)算法,利用幂迭代(MPI)算法对均匀线阵的方向图进行仿真.通过仿真结果可以看出,采用该算法的均匀线阵方向图在信号位置可以形成自适应峰值,提高了均匀线阵的分辨力.     

卡诺图在逻辑函数化简与运算中的应用

卡诺图是逻辑函数的一种表示方式，对于逻辑变量个数不多于5个的逻辑函数的化简和运算，采用卡诺图法具有直观简便的优点，故得到广泛的应用。本文介绍一种卡诺图的快速填充方法，以及卡诺图在函数化简和运算中的应用。     

几种图的弱符号控制数

本文对弱符号控制函数和弱符号控制数的性质进行了研究,在此基础上,得出完全图、完全二部图、圈、路等的弱符号控制数的性质.     

Synthetic seismograms of ground motion near earthquake fault using simulated Green’s function method

Seismograms near source fault were synthesized using the hybrid empirical Green＇s function method where the discretely simulated seismic waveforms are used for Green＇s functions instead of the observed waveforms of small earthquakes. The Green＇s function seismic waveforms for small earthquake were calculated by solving wave equation using the pseudo-spectral method with the staggered grid real FFT strategy under a detailed 2-D velocity structure in Kobe region. Magnitude and seismic moment of simulated Green＇s function waveforms were firstly determined by using the relationship between fault length and corner frequency of source spectrum. The simulated Green＇s function waveforms were employed to synthesize seismograms of strong ground motion near the earthquake fault. The synthetic seismograms of the target earthquake were performed based on the model with multiple source rupture processes. The results suggest that synthesized seismograms coincide well with observed seismic waveforms of the 1995 Hyogo-ken Nanbu earthquake. The simulated Green＇s function method is very useful for prediction of the strong ground motion in region without observed seismic waveforms. The present technique spreads application field of the empirical Green＇s function method.