涡流斥力机构及其低压控制与保护技术

概述国内外涡流斥力技术仿真研究和样机设计两个方面的发展现状,分析涡流斥力机构具有结构简便、动作迅速的特点.对带有涡流斥力机构的新型交流接触器样机进行动态特性测试,证明其能够在接触器控制操作特性基础上实现快速动作.结合短路故障早期检测技术,通过实际的单相短路实验测试系统,验证涡流斥力机构的低压短路故障快速分断有效性,为兼具控制与保护功能的低压智能集成电器技术奠定基础.     

基于多质心的不良文本快速过滤方法

针对Rocchio容易受到类别样本分布及噪声影响的而导致错误扩大类别范围的问题,提出对训练样本进行聚类,使用聚类形成的多个簇的质心向量替代单个质心向量作为过滤判定向量组的方法。该方法既能保证过滤效率,又比单质心的Rocchio过滤法具有更高的召回率和准确率。     

宏观放电参数对快原子态氮(N+,Nf)的影响

采用氮直流辉光放电等离子体中快电子和重粒子(N₂⁺,N⁺,N_f)混合的蒙特卡罗方法,模拟研究了快原子态粒子(N⁺,N_f)的产生率及轰击阴极的能量分布随宏观放电参数(P,V)的变化规律.结果表明,存在一最佳放电条件,使阴极壁处粒子(N⁺,N_f)的粒子数密度大且能量高;当电压大于800V时,轰击阴极的活性粒子(N⁺,N_f),主要由N₂⁺-N₂离解过程产生,电压小于300V时,主要由e^--N₂离解过程产生,模拟结果与实验结果相符合.     

两点边值问题的差分方法及快速求解

利用Richardson外推法,将求解两点边值问题的二阶中心格式和高精度差分格式推广到更高精度.通过数值算例,提出了使用Excel电子表格软件进行快速求解的方法,并与编制的计算程序的计算结果进行了对比.结果表明使用人人熟悉的Excel软件求解,能够快速得到满意的结果.     

求Hankel矩阵的逆矩阵的快速算法

利用Hankel矩阵的位移性质,得到了矩阵为Hankel矩阵的充要条件.从该充要条件出发,得到了求Hankel矩阵之逆矩阵的快速算法,计算复杂度为O(n2),而一般n阶矩阵求逆的复杂度为O(n3).     

Study on scattering correction in fast neutron tomography at NECTAR facility

Fast neutron tomography has been established as an inspection and detection tool at the NECTAR facility at the FRM-II reactor.Scattered neutrons from the object become a major disturbance and bring in artifacts and deviations in reconstruction results,especially for hydrogenous material object.In this article,an iterative scattering correction method for fast neutron tomography was proposed.In each loop of iteration the scattering component of the projections will be simulated by Monte-Carlo program MCNPX based on the previous reconstruction result and then it will be subtracted from original projections.The differences between scattering components at different perspectives were quantitatively evaluated and an average scattering component image was used for all projections finally.Smooth and uniform slices with more clear edges were obtained and the new reconstructed attenuation coefficients are quite close to the real one compared to the results without scattering correction,in which case the relative error of the reconstructed attenuation coefficients is about 10%–30%.     

Bursting and spiking due to additional direct and stochastic currents in neuron models

Neurons at rest can exhibit diverse firing activities patterns in response to various external deterministic and random stimuli, especially additional currents. In this paper, neuronal firing patterns from bursting to spiking, induced by additional direct and stochastic currents, are explored in rest states corresponding to two values of the parameter $V_{\rm K}$ in the Chay neuron system. Three cases are considered by numerical simulation and fast/slow dynamic analysis, in which only the direct current or the stochastic current exists, or the direct and stochastic currents coexist. Meanwhile, several important bursting patterns in neuronal experiments, such as the period-1 ``circle/homoclinic" bursting and the integer multiple ``fold/homoclinic" bursting with one spike per burst, as well as the transition from integer multiple bursting to period-1 ``circle/homoclinic" bursting and that from stochastic ``Hopf/homoclinic" bursting to ``Hopf/homoclinic" bursting, are investigated in detail.     

非线性耗散对亚稳态系统量子衰变速率的影响

发展了一种快速傅里叶变换路径积分方法，研究非线性耗散系统的量子衰变速率，得到了Bounce轨道的作用量S_B，即衰变速率的指数因子.在系统与环境存在非线性耦合f(x)=tanh［λ(x-x_b)］的情形下，发现其对衰变速率具有抑制作用.指数因子随温度T的关系不再满足S_B=a［1-b(T/T_c)²］法则；与通常的线性耗散情形相比，跨越温度T_c回升，即系统更早地进入穿透区域. 关键词： 量子衰变 非线性耦合 路径积分 快速傅里叶变换     

气体开关抖动对单模块快脉冲直线型变压器驱动源输出特性的影响

分析了快脉冲直线型变压器驱动源(FLTD)气体开关触发击穿延时的分布规律,利用MAT-LAB软件生成随机序列模拟开关击穿延时和抖动,在FLTD简化二阶电路的基础上,利用MATLAB分析了开关抖动对40个支路并联1 MA,100 ns FLTD模块输出电流脉冲前沿和幅值的影响。模拟计算结果表明:开关理想时,即抖动为0,输出电流峰值为996 kA,峰值时间为90 ns,10%~90%脉冲前沿为54 ns;开关自身抖动与开关之间分散性之和为10 ns时,输出电流脉冲前沿增加约14%,电流峰值下降约2%;开关自身抖动与开关之间分散性之和为20 ns时,输出电流脉冲前沿增加约38%,电流峰值下降约5%。     

Generalized reduced-order synchronization of chaotic system based on fast slide mode

A new kind of generalized reduced-order synchronization of different chaotic systems is proposed in this paper. It is shown that dynamical evolution of third-order oscillator can be synchronized with the canonical projection of a fourth-order chaotic system generated through nonsingular states transformation from a cell neural net chaotic system. In this sense, it is said that generalized synchronization is achieved in reduced-order. The synchronization discussed here expands the scope of reduced-order synchronization studied in relevant literatures. In this way, we can achieve generalized reduced-order synchronization between many famous chaotic systems such as the second-order D\"{u}ffing system and the third-order Lorenz system by designing a fast slide mode controller. Simulation results are provided to verify the operation of the designed synchronization.