12 W high power InGaAsP/AlGaInP 755 nm quantum well laser

High power laser diodes(LDs) with a lasing wavelength between 700 and 780 nm have great potential in various medical uses. Here, we report our recent efforts in developing an InGaAsP/AlGaInP-based commercial high power edge-emitting LD, which has 755 nm emission peak with a world-record continuous wave output power of 12.7 W, the highest reported so far. The lack of Al atoms in the active region significantly lowers the chance of catastrophic optical damage during high power laser operation. Meanwhile, with an accumulated 3800 h running time, our ongoing aging tests reveal excellent reliability of our devices.     

物理隔离网络电磁漏洞研究

物理隔离网络的电磁攻击手段, 其主要目标是建立与外部互联网的隐蔽连接通道。近年来跨越物理隔离网络的方法和工具被陆续公开, 相应的分析方法和检测手段也逐步被国内外安全团队提出。掌握漏洞才能掌握网络安全的主动权, 对比网络安全漏洞, 电磁漏洞定义为能对设备或系统造成损害的电磁因素。以物理隔离网络为例, 电磁漏洞主要指的是网络的硬件和系统缺陷, 利用这些缺陷可以直接建立或通过植入恶意软件建立能突破物理隔离的电磁信号的信息收、发隐蔽通道。通过广泛的漏洞挖掘与验证, 从物理信号类型、信息传递方向、信号生成与作用机理、漏洞利用方式以及漏洞检测方法上提出物理隔离网络电磁漏洞分类方法; 通过综合借鉴网络安全漏洞、电磁信息安全检测、物理隔离隐蔽通道等领域的研究方法, 提出电磁漏洞的研究方法; 从深化主动检测、群智漏洞挖掘、网络电磁安全融合、大数据监测等角度, 提出了物理隔离网络电磁漏洞库的建立方法。     

高维非齐次时间分数阶扩散-波动方程的解析解问题

分数阶微积分是专门研究任意阶积分和微分的数学性质及其应用的领域,是传统的整数阶微积分的推广,分数阶微分方程是含有非整数阶导数的方程.时间分数阶扩散-波动方程可以用来模拟由传统的扩散-波动方程演变而来的反常扩散方程.考虑在有限区间上高维非齐次时间分数阶扩散-波动方程的初边值问题.利用分离变量法,导出了高维非齐次时间分数阶扩散-波动方程初边值问题的基本解.     

Ejecta from periodic grooved Sn surface under unsupported shocks

Dynamic failure and ejection characteristics of a periodic grooved Sn surface under unsupported shock loading are studied using a smoothed particle hydrodynamics method. An "Eiffel Tower" spatial structure is observed, which is composed of high-speed jet tip, high-density jet slug, longitudinal tensile sparse zone, and complex broken zone between grooves. It is very different from the spike-bubble structure under supported shocks, and has been validated by detonation loading experiments. In comparison with that under supported shocks at the same peak pressure, the high-speed ejecta decreases obviously, whereas the truncated location of ejecta moves towards the interior of the sample and the total mass of ejecta increases due to the vast existence of low-speed broken materials. The shock wave profile determines mainly the total ejection amount, while the variation of V-groove angle will significantly alter the distribution of middle-and high-speed ejecta, and the maximum ejecta velocity has a linear correlation with the groove angle.     

输油管道的布置

本文建立了非线性规划模型,解决了输油管线布置问题,并给出了输油管线铺设的最佳方案.     

一类三阶两点边值单调正解的存在性与多解性

利用Krasnosel′skll锥拉伸与锥压缩不动点定理研究一类三阶两点边值问题单调正解的存在性、非存在性与多解性.     

Synthesis and microstructure analysis of composite Nd:YAG/YAG transparent ceramics

Transparent Nd：YAG/YAG composite ceramics are synthesized by solid-state reaction method using high- purity Y203, A1203, and Nd203 powders as raw materials. The mixed powder compacts are sintered at 1780 ℃ for 10 h under vacuum and annealed at 1450 ~C for 20 h in air. The Nd：YAG/YAG ceramics exhibit a pore free structure with an average grain size of about 30 μm. The microstructure of the Nd：YAG/YAG composite transparent ceramics is studied and there is no interface between Nd：YAG and YAG ceramics. The Nd ion distribution in one grain is also studied, which shows that there is no segregation of Nd ions as in Nd：YAG crystals.     

具有时滞的Rayleigh方程周期解的存在性与唯一性

本文研究了具有偏差变元的Rayleigh方程周期解的存在性和唯一性.利用Mawhin连续性定理,得到了该方程周期解存在性和唯一性的新结果,改进了一些已有结果.     

一类p-Laplace方程边值问题解的存在性

主要讨论一维p-Laplace方程在Neumann边值条件u(0)=0,u(1)=0下,对应的边值问题解的存在性.通过使用度理论,在适当的条件下,建立了对于p-Laplace方程在Neumann条件下解的存在性的充分条件.     

一类三阶微分方程边值问题的单调迭代法

用单调迭代法研究一类三阶微分方程边值问题解的存在性,不仅证明了该问题解的存在性,而且得到了其迭代格式.