超窄线宽连续可调谐钛蓝宝石环行腔激光器

美国光谱物理公司在CLEO2004上展出了新开发的连续可调谐钛蓝宝石环行腔激光器。该激光器具有如下优点：线宽可窄到10s kHz；低噪声的连续输出；抗微光学系统扰动；高精度的波长可调谐：快速更换光学镜片组；单频紫外355～500nm输出。钛蓝宝石激光器由光谱物理公司的Millennia Pro^R 532nm连续绿光激光器泵浦，在腔外使用谐振增强型外腔式倍频器Wavetrain^R实现倍频输出。Wavetrain是目前效率最高的连续单频激光器的谐振增强型外腔式倍频器，采用了专利的三角腔设计，其倍频效率是通常使用的Bow-tie折叠倍频腔效率的1．5倍以上。连续可调谐钛蓝宝石环行腔激光器覆盖广泛的应用领域，主要包括光谱学、探测器测试、激光喇曼散射实验、半导体材料光谱学、光动力学和新材料研究等。新产品的研制使美国光谱物理公司拥有了整套的可调谐钛蓝宝石环行腔激光器产品系列，使其能更好地为科研及工业用户提供高质量的技术支持服务。     

A Quasi-Symmetric Coupled Quantum Well and Its Electric-Optical Properties

We propose a novel coupled quantum well structure, i.e. a quasi-symmetric coupled quantum well (QSCQW). Based on the demands of optical switching devices for quantum well materials, the QSCQW configuration is further optimized. Consequently, in the case of low applied electric field 25kV/cm and low absorption loss 100cm^-1, a large field-induced refractive index change (for TE mode, n = 0.0106; for TM mode, n = 0.0115) is obtained in the QSCQW structure at the operation wavelength 1550hm. The value is in one or two order of magnitude larger than that in a rectangular quantum well and about 50% larger than that of five-step asymmetric coupled quantum well structure under the same working conditions. The refractive index change obtained with the optimized QSCQW under so low absorption loss and applied electric field is very attractive for semiconductor optical switching devices. This manifests that the QSCQW structure has a great potential for applications in ultra-fast and low-voltage optical switches and in travelling wave modulators.     

Existence, Multiplicity and Infinite Solvability of Positive Solutions for One-Dimensional p-Laplacian

The existence, multiplicity and infinite solvability of positive solutions are established for some two-point boundary value problems of one-dimensional p-Laplacian. In this paper, by multiplicity we mean the existence of m solutions, where m is an arbitrary natural number.     

Grob Spn多用途公务机

Grob Spn并不是最豪华舒适的公务机，但它把轻型商用喷气机的性能和乘客舒适度与涡轮螺旋桨飞机的多用性相结合。创新出了“多用途公务喷气机”的概念——宽敞的机舱有8个座椅。     

On Best Approximations from RS-sets in Complex Banach Spaces

The concept of an RS-set in a complex Banach space is introduced and the problem of best approximation from an RS-set in a complex space is investigated. Results consisting of characterizations, uniqueness and strong uniqueness are established,     

具P-Laplacian算子型周期边值问题解的存在性

本文利用拓扑度理论和一些分析技巧讨论了具p—Laplacian算子型周期边值问题(φp(χ’))’+d/dt gradF(χ)+gradG(χ)=e(t),χ(0)=χ(T),χ’(0)=χ’(T)解的存在性,在对阻尼项d/dtgradF(χ)没有任何限制的前提下,给出了解存在的充分条件.     

Sobolev-Hardy不等式与临界双重调和问题

该文讨论一类带有奇异系数的双重调和方程{△^2u-μu/|x|^s=f(x,u),x∈Ω,u=δu/δv=0,x∈δΩ，这里Ω包含R^N是包含0的有界光滑区域，u∈H0^2(Ω），μ∈R是参数，0≤s≤2,△^2=△△表示双重拉普拉斯算子，当f(x,u)=u^p,p=2N/N-4时，上述问题就是一个临界双重调和问题，该文运用Sobolev-Hardy不等式和变分方法，得到它的解的存在性的一些结果。     

矩阵损失下回归系数的线性估计的可容许性

针对广义的Gauss-Markoff模型Y=Xβ+θ,E(θ)=0,Cov(θ)=σ2V,其中X和V＞0是已知的n×p和n×n矩阵;β∈Rp和σ2＞0是未知参数,给出了矩阵损失条件下,Sβ的估计LY+a在非齐次线性估计类中可容许的充要条件.     

双无限随机环境中马氏链的瞬时性与不变函数

在随机环境中马氏链的研究领域,引入了一类π-不可约、常返和瞬时性的概念,给出了π-不可约链是瞬时链的一个充要条件,引入了双无限随机环境中马氏链不变函数的概念,讨论了它们的存在性及基本性质。最后,利用不变函数的性质,给出了π-不可约链是瞬时链的一个判别准则,此准则与不变函数有关。     

一类非线性抛物方程的L∞估计

本文给出了一种统一的方法来得到一类非线性抛物方程的有界解的先验的L∞估计.这类方程的基本类型是其中v=v(x,t)是一个满足某些条件的非负可测权函数.由此可以去掉文[5]中的一个本质性的条件p≥2.