自适应遗传算法在光伏发电系统中的应用

针对光伏阵列在受到阴影遮挡时光伏发电系统总功率大幅下降的问题,采用分布式光伏阵列与光伏逆变器的群控方法,通过开关矩阵将多个光伏阵列与多台光伏逆变器相连,形成灵活多变的光伏发电网络拓扑结构,并根据该网络拓扑结构的工作原理,提出了相应的自适应遗传算法来实现分布式光伏阵列与光伏逆变器之间的群控管理.仿真及实验结果表明,光伏阵列受到阴影遮挡时,该算法使得光能的转换效率明显优于常规典型的分布式光伏发电方式,为有效利用光能提供了思路.     

利用手征SU(3)夸克模型研究轻双Λ超核^6_ΛΛHe,^5_ΛΛHe,^5_ΛΛH,^4_ΛΛHe,和^4_ΛΛH的结合能

在手征SU(3)夸克集团模型下, 通过共振群方法(RGM)计算了双Λ超核^6_ΛΛHe,^5_ΛΛHe,^5_ΛΛH,^4_ΛΛHe,和^4_ΛΛH的结合能. 结果表明, 假定双Λ超核具有双Λ集团和壳心核集团构成的两集团结构, 得到的^6_ΛΛHe超核的结合能与实验值基本吻合, 表明手征SU(3)夸克集团模型不仅能较好地描述重子谱、N-N和Y-N相互作用及轻Λ超核的结合能, 也能较好地描述Y-Y相互作用及双Λ超核^6_ΛΛHe,^5_ΛΛHe,^5_ΛΛH,^4_ΛΛHe,和^4_ΛΛH的结合能, 指出了它们存在的可能性.     

对《二维六角形晶格伊辛模型的重正化群解》一文的进一步计算

针对《二维六角形晶格伊辛模型的重正化群解》一文中有关〈V〉0的计算进行了修正,给出了新的重正化群的变换、重正化群的线性化变换矩阵以及临界指数.     

基于μ子动量谱的多群模型测量平板材料的厚度北大核心CSCD

在基于μ子多重库仑散射的断层成像技术中,天然宇宙射线中不同动量的μ子在同一目标对象中的散射特性存在明显的差异,这在一定程度上影响了成像分辨率。为了减少或消除这种不利影响,建立了一套基于天然宇宙射线μ子动量谱的多群模型,并检验其用于铅板厚度测量及平板材料识别中的性能和特征。结果表明,采用基于μ子动量谱的多群模型能够实现1~16cm范围内铅板厚度的准确测量,相对误差小于5%。此外,该多群模型还可以通过计算辐射长度来识别未知平板的材料组成,尤其是对于高原子序数材料组成的平板,其辐射长度相对误差小于4%。     

光纤中高斯型伪随机序列码偏振度的理论分析和实验研究

推导了准单色光波情况下高斯脉冲伪随机序列偏振度的简洁数学表达式.理论分析结果表明,偏振度与差分群延迟之间的关系与线路啁啾和光纤色散无关,并且此关系可以由光信号频谱半宽度Δω和分光比γ唯一确定.用10 Gbit/s 7级m序列归零码进行的实验表明:实验结果与理论推导基本一致,从而验证了推导公式的正确性.     

Extended Group Foliation Method and Functional Separation of Variables to Nonlinear Wave Equations

Generalized functional separation of variables to nonlinear evolution equations is studied in terms of the extended group foliation method, which is based on the Lie point symmetry method. The approach is applied to nonlinear wave equations with variable speed and external force. A complete classification for the wave equation which admits functional separable solutions is presented. Some known results can be recovered by this approach.     

Group Foliation Method and Functional Separation of Variables to Nonlinear Diffusion Equations

Generalized functional separation of variables to nonlinear diffusion equations is studied in terms of the extended group foliation method. A complete classification for the nonlinear diffusion equation with source term which admits functional separable solutions is presented.     

Parallel Molecular Dynamics Simulations of Ejection from the Metal Cu and Al Under Shock Loading

Large-scale non-equilibrium molecular dynamics simulations are used to investigate the ejection of the metal under a shock loading. The present work focus on the dynamic process of ejection from the metal Cu and Al surface groove under shock loading, using parallel MD implementation and the Morse potential. The ejected mass coefficient and the size distribution of ejected particles （cluster for atoms） are investigated with changes of the half-angle or the depth of groove and shock strength.     

有限自由度系统的定域Lie对称性和守恒量

研究有限自由度系统定域Lie对称性的正问题和逆问题。给出了定域Lie对称性的定义、确定方程、结构方程和守恒量。进一步从定域Lie对称性导出在有限连续群无限小变换下的Lie对称性。最后给出一个例子去说明这些结果。     

Symmetry Groups and Exact Solutions of New （4＋1）-Dimensional Fokas Equation

In this paper, we investigate symmetries of the new （4＋1）-dimensional Fokas equation, including point symmetries and the potential symmetries. We firstly employ the algorithmic procedure of computing the point symmetries. And then we transform the Fokas equation into a potential system and gain the potential symmetries of Fokas equation. Finally, we use the obtained point symmetries wave solutions and other solutions of the Fokas equation. and some constructive methods to get some doubly periodic In particular, some solitary wave solutions are also given.