弯管对超声波流量计测量精度的影响及改善措施

流体经过弯管易产生二次流、涡流等扰流情况,使流道内流速分布不均匀,会对流量计的测量精度产生影响.为研究扰流对流量计的影响,利用建模与模拟仿真方式,对G16型号单流道流量计在入口管道为双弯管及半月双弯管情况下的计量效果展开研究,计算两种情况下相对于入口管道为直管时的流量误差度,以此表明单流道流量计在安装弯管时,扰流给测量...     

新型固体氧化物燃料电池连接件的结构设计与数值仿真

离散型连接件构成的固体氧化物燃料电池结构中存在反应气体容易产生涡流和较小压降等问题, 影响电池的输出功率. 本文基于COMSOL Multiphysics仿真平台, 建立离散型连接件的固体氧化物燃料电池的三维模型进行数值仿真模拟. 考虑其气体流量、组成、质量以及电化学反应过程, 研究离散型连接件电池阳极和阴极内反应气体的流速、流道阻力和浓度对电池工作性能的影响, 并与相同工况下的平直流道型连接件的固体氧化物燃料电池三维模型进行比较. 结果表明: 离散型连接件的固体氧化物燃料电池流道内的气体流速较大, 气体浓度下降较慢, 有较强的流道传质能力, 与平直流道型连接件的固体氧化物燃料电池相比, 离散型连接件电池的最大输出功率提升了61.27％.     

由两个同型部件和一个修理设备组成的系统的主算子的谱

文章研究了由两个同型部件和一个修理设备组成的系统的主算子在左半复平面中的谱.在一定的条件下,该系统的主算子在左半复平面中的任何带形区域至多有有限多个特征值,且这些特征值的几何重数为1.该模型的主算子的共轭算子在左半复平面中的任何带形区域至多有有限多个特征值,且这些特征值的几何重数为1.0是该系统的主算子及其共轭算子的严...     

多模玻色二次多项式型系统的特性函数和准概率分布函数

运用多模玻色系统广义线性量子变换的普遍理论，对多模玻色二次多项式型系统进行了研究.给出了多模玻色二次多项式型系统的正规、反正规、Wigner特性函数、P表示和Q表示.举例讨论了该系统的压缩性质. 关键词： 多模玻色二次多项式型系统 特性函数 准概率分布函数     

Novel virtual user scheme to increase data confidentiality against eavesdropping in OCDMA network

We propose a novel technique to increase the confidentiality of an optical code division multiple access(OCDMA) system.A virtual user technique is analyzed and implemented to make an OCDMA system secure.Using this technique,an eavesdropper will never find an isolated authorized user’s signal.When authorized users and virtual users transmit data synchronously and asynchronously,network security increases by 25% and 37.5%,respectively.     

Lower Energy α Elastic Scattering on ^20Ne and Anomaly of α＋^20Ne Scattering System

The α+²⁰Ne elastic scattering angular distributions at lower incident energies of Eα= 12.7--31.1 MeV have been analyzed by using the α-folding potential based on the α+¹⁶O structure model of the ²⁰Ne nucleus. The α-folding potential with a standard Woods-Saxon type imaginary part, can reasonably describe experimental cross sections and the anomalous large angle scattering (ALAS) features. The anomaly of the α+²⁰Ne scattering system is further confirmed in the lower incident energy region.     

A new kind of nonlinear fractional-order chaotic phenomenon in coupled systems： coexistence of anti-phase and complete synchronization

In this paper, we have found a kind of interesting nonlinear phenomenon hybrid synchronization in linearly coupled fractional-order chaotic systems. This new synchronization mechanism, i.e., part of state variables are anti- phase synchronized and part completely synchronized, can be achieved using a single linear controller with only one drive variable. Based on the stability theory of the fractional-order system, we investigated the possible existence of this new synchronization mechanism. Moreover, a helpful theorem, serving as a determinant for the gain of the controller, is also presented. Solutions of coupled systems are obtained numerically by an improved Adams Bashforth-Moulton algorithm. To support our theoretical analysis, simulation results are given.     

A new type of Lie symmetrical non-Noether conserved quantity for nonholonomic systems

For a nonholonomic system, a new type of Lie symmetrical non-Noether conserved quantity is given under general infinitesimal transformations of groups in which time is variable. On the basis of the invariance theory of differential equations of motion under infinitesimal transformations for t and q_s, we construct the Lie symmetrical determining equations, the constrained restriction equations and the additional restriction equations of the system. And a new type of Lie symmetrical non-Noether conserved quantity is directly obtained from the Lie symmetry of the system, which only depends on the variables t, q_s and \dot{q}_s. A series of deductions are inferred for a holonomic nonconservative system, Lagrangian system and other dynamical systems in the case of vanishing of time variation. An example is given to illustrate the application of the results.