含三阶色散的非线性薛定谔方程一个新的行波解

运用解析法求解含三阶色散光纤暗孤子的传输方程,得到孤子行波解,讨论含三阶色散光纤中暗孤子形成的条件以及三阶色散对暗孤子的中心位置、相位、振幅、频率的影响.     

UNIFORM PERSISTENCE AND GLOBAL ATTRACTIVITY FOR NONAUTONOMOUS COMPETITIVE SYSTEMS WITH DISPERSION

In this paper, we consider a nonautonomous competitive model with dispersion and a finite number of discrete delays. The system, which consists of two Lotka-Volterra patches, has two competitors: one can disperse between the two patches, but the other is confined to one patch and cannot disperse. Our purpose is to demonstrate that the dispersion rates have no effect on the uniform persistence of the solutions of the system. Furthermore, we establish the conditions under which the system admits a positive periodic solution which attracts all solutions.     

基于数字信号处理器的指数加减速算法仿真

通过对指数加减速原理分析，建立了离散时间域的软件加减速公式，并改进了算法，实际应用于自行开发的基于数字信号处理器（DSP)的多轴运动控制器。通过测量运动控制器输出电压以及与MATLAB的数值仿真结果比较，证明了改进的指数加减速算法公式在数控加工中具有实际意义。     

泡沫流体携砂能力的数值模拟

泡沫流体广泛应用于油井的冲砂洗井作业中，携砂能力是衡量其性能的一项重要指标。利用FLUENT软件中的分散相模型对泡沫流体的携砂能力进行了数值模拟，得到了不同直径的砂粒在泡沫流体中的携砂率和停留时间随环空管道倾角的变化关系，与相同条件下水的携砂性能进行了比较，并进行了定性分析。从模拟结果可以看出泡沫流体具有良好的携砂能力，而且更适合于水平井的冲砂洗井。     

陡槽自然掺气水流含气浓度分布模拟

提出分析陡槽自然掺气发展区含气浓度二维分布特征的数学模型，考虑含气浓度大小对气泡浮速和掺气水流阻力的影响以及掺气层水深的沿程变化，得出的计算结果被前人的水槽试验及原型观测资料所验证。分析自然掺气发展区与掺气坎下游浓度耗散区的主要区别，阐明了气泡上浮作用与紊动扩散作用的沿程变化特征。     

均匀介质覆层导电椭圆柱电磁散射分析

本文采用 OSRC—GMT 研究了共焦均匀介质覆层导电椭圆柱的电磁散射特性。文中仅讨论了横磁(TM)波散射的情况、而横电(TE)波的情况可按同样方法分析。本中给出了用OSRC—GMT 方法求得的日标散射方向图的数值结果。数值计算表明,该方法求得的解与精确解有着良好的吻合。     

数控加工复杂槽腔刀具路径的补偿算法

本文展示了一种新颖的算法用以处理由直线、弧、自由曲线组成的凸或凹形的复杂槽腔的切削路径。首先用四点细分插值法对边界的数据加密,然后进行快速补偿。作者提出一种复式排序搜索方法计算补偿曲线的交点,最后判断剔除多余的自交环,得到数控加工刀具的切削路径。文章给出了一些复杂边界补偿结果的例子以示算法的效果。     

实现近似停歇的六连杆机构的综合——拉格朗日数值微分公式应用之二

利用连杆曲线实现从动件近似停顿的平面连杆机构在纺织、轻工等机械中获得广泛的应用,本文应用解析法提供了设计这种连杆机构的方法及一系列计算公式。解决这类设计课题的一个关键问题在于确定连杆曲线上点的法线,曲率半径与曲率中心,文中应用拉格朗日五点数值微分公式,根据连杆曲线上点的坐标可直接计算出上列各项,这样既解决了历来沿用的图解法所存在的误差大的问题,同时也省略了由于采用解析法求解连杆曲线的一阶和二阶导数所带来的繁琐的数学推演和运算。文末附数值计算的实例。     

Control of coupling among three major factors for formation of high-efficiency gas reservoir A case study on the oolitic beach gas reservoir in Feixianguan Formation in the northeast Sichuan Basin

Through a case study of the high-efficiency gas reservoir in Feixianguan Formation in the northeast Sichuan Basin, quantitative and semi-quantitative analyses of key elements such as hydrocarbon generation, migration and accumulation, and reservoir evolution as well as their interplay in the critical moment of reservoir formation controlled by the energy field were carried out, by means of numerical modeling of the energy field. It was found that the climax time for Permian hydrocarbon generation was Late Triassic-Early Jurassic and accumulation of oil and gas has resulted in large-scale paleoreservoirs in paleostructural traps in Feixianguan Formation, a process facilitated by fractures connecting the sources. The paleoreservoirs have been turned into high-efficiency gas kitchens due to pyrolysis, which resulted from deep burial at a temperature of 170-210℃ as induced by tremendously thick sedimentation in the foreland basin of Daba Mountain in Late Jurassic-Cretaceous period. Meanwhile, abundant acid gas like H2S produced from thermo-chemical sulfate reduction （TSR） at high temperatures leads to extensive dissolution of dolostone in the paleoreservoirs, which may in turn result in modification of the reservoirs and preservation of the reservoir rock porosity. The present distribution of gas reservoirs was ultimately determined in the processes of adjustment, cooling and decompression of the paleoreservoirs resulting from intense deformation in the front of Daba Mountain during the Himalayan orogeny.     

高维Schr(o)dinger方程的辛格式

本文把非线性Schrodinger方程的辛格式推广到了高维，并给出了一种特殊的非线性Schrodinger方程——非线性双曲Schrodinger方程的二阶蛙跳格式并做了数值实验验证了它的可行性．