全三维35 GHz双阳极磁控注入式电子枪数值模拟研究

基于trade-off平衡方程组得到35GHz双阳极磁控注入式电子枪的初始参数,通过编程对其主要参数进行优化设计,并经由自主研发的PIC粒子模拟软件CHIPIC中的电子枪计算模块对其进行全三维的数值模拟研究,最终获得了具有横纵速度比为1.5,最大速度零散约为5.4%的高性能电子枪,能够很好地满足35GHz-100kW回旋振荡管对电子束的要求。     

16×0.8nm硅基二氧化硅阵列波导光栅设计

给出了更为合理的阵列波导光栅(AWG)的设计原则。在设计时兼顾了输出谱的非均匀性Lu和输出通道数N的要求,克服了设计中可能引起通道数N丢失和不考虑输出谱非均匀性Lu的缺点。用该方法设计了折射率差为0 75%和16×0 8nm的硅基二氧化硅AWG。采用广角有限差分束传播方法(FD BPM)对所设计的AWG进行了输出谱的模拟,得到了插损为 1.5dB、串扰为 48dB、通道非均匀性约为1dB的AWG,设计指标达到了商用要求。     

串级热声发动机的机理分析及数值模拟

简要综述了热声发动机的发展历程,把三种典型的发动机形式作了比较分析,在此基础上,对国际上最近提出的串级型发动机进行了定性讨论,并结合一定的几何结构,运用线性热声理论对该类型热声机进行了数值模拟。     

Approximate wφ - Ωφ Relations in Quintessence Models

Quintessence field is a widely-studied candidate of dark energy. There is ＂tracker solution＂ in quintessence models, in which evolution of the field φ at present times is not sensitive to its initial conditions. When the energy density of dark energy is negleetable （Ωφ 〈〈 1）, evolution of the tracker solution can be well analysed from ＂tracker equation＂. In this paper, we try to study evolution of the quintessence field from ＂full tracker equation＂, which is valid for all spans of Ωφ. We get stable fixed points of we and wφ （noted as wφ and Ωφ） from the ＂full tracker equation＂, i.e., we and ωφ will always approach ωφ and Ωφ respectively. Since wφ and Ωφ are analytic functions of φ, analytic relation of φ can be obtained, which is a good approximation for the we φ relation and can be obtained for the most type of quintessence potentials. By using this approximation, we find that inequalities ωφ 〈 we and 〈ωφ are statisfied if the we （or ωφ） decreases with time. In this way, the potentiai U（φ） can be constrained directly from observations, by no need of solving the equations of motion numerically.     

Cusped Solitons and Loop-Solitons of Reduced Ostrovsky Equation

The qualitative theory of differential equations is applied to the Ostrovsky equation. The cusped soliton and loop-soliton solutions of the Ostrovsky equation are obtained. Asymptotic behavior of eusped soliton solutions is given. Numerical simulations are provided for cusped solitons and so-called loop-solitons of the Ostrovsky equation.     

Difference of Directions Between External Driving Force and Movement Direction of Center of Mass

Driven dynamics of a two-dimensional Frenkel-Kontorova model is studied in the paper. In our numerical simulations, it is found that the movement direction of the center of mass is not consistent with that of the external driving force except for some special symmetric directions at the lower driving force. Our results also indicate that the movement direction of the center of mass strongly depends on both the magnitude and the direction of the external driving force as well as the misfit angle between two layers.     

衬套内爆ALE方法二维MHD数值模拟

早期关于二维磁流体力学方程组的描述都是在Lagrangian或Eulerian坐标内进行的。在Lagrangian描述中，计算网格固定在物体上随物体一起运动，网格点与物质点在物体的变形过程中始终保持一致，因此能准确描述物体的移动界面。但对于大变形问题，物质的扭曲将导致计算网格的畸形而使计算无法进行下去。在Eulerian描述中，网格固定在空间中，因而计算网格在物体的变形过程中保持不变，因此很容易处理物质的扭曲。但对于运动界面，需要引入非常复杂的数学映射，将可能导致较大的误差。     

TM01-TE11三弯曲圆波导模式转换器

 从理论推导、理论设计和数值模拟3个方面对三弯曲圆波导模式转换器进行分析,得到了TM₀₁-TE₁₁模的功率转换效率解析公式和转换效率达到最高时的取值条件。以中心工作频率为4.25 GHz、波导半径分别为3.0 cm和3.5 cm的两个转换器为例进行了理论计算和数值模拟,模拟结果表明：它们的转换效率分别达到了99.64%和98.62%,高于90%的相对带宽分别达到了9.88%和12.71%。     

管内插入扭带的强化传热数值模拟

为了定性及定量研究管内插入扭带的强化传热方式,建立了以空气为传热介质的管内插入扭带强化传热的套管式换热器模型,进行数值模拟研究,并且与实验结果相比较,模拟值与实验值在Re＞5000时的偏差小于2%,由此可验证数学模型的正确性.从插入扭带管和光滑管的速度与温度的对比图中可看出扭带的强化传热作用.并定量地描述出扭转比以及摩擦阻力系数与传热效果的数值关系.     

离心泵启动过程内部瞬态流动的二维数值模拟

为分析离心泵启动过程外部瞬态特性的内流机理,建立求解叶轮启动和加速过程泵内部非定常流动的数值模拟方法,以二维离心泵为模型进行启动过程内部流动的数值模拟研究.以绝对坐标系描述伞场流动,采用动网格方法实现离心泵启动过程中叶轮加速旋转引起的流场变形,选用人涡模拟(LES)描述湍流.分析了叶轮启动过程巾内部非定常流动结构和演化过程及其与外部瞬态特性的关系,并与准稳态假设下的流动模拟结果进行了对比分析,定性地分析了离心泵在启动过程中的瞬态效应,验证了采用动网格方法求解启动过程瞬态流动的可行性.