Ablation of GaN Using a Femtosecond Laser

We study the pulsed laser ablation of wurtzite gallium nitride(GaN) films grown on sapphire,using the femtosecond laser beam at a central wavelength of 800nm as the source for the high-speed ablation of GaN films.By measuring the backscattered Raman spectrum of ablated samples,the dependence of the ablation depth on laser fluence with one pulse was obtained.The threwshold laser fluence for the ablation of GaN films was determined to be about 0.25J/cm^2,Laser ablation depth increases with the increasing laser fluence until the amount of removed material is not further increased.The ablated surface was investigated by an optical surface interference profile meter.     

一类具有奇异系数的弱双曲型方程的解的可微性及渐近性

本文讨论如下形式的方程((?)/(?)~t-it~ρD_x)(?)/(?)~t+it~ρD_x+(α+β)/t~α)u+α/t~α-(?)/(?)~t+α(α+β)/t~(2α)u=f(t,x) (1)x∈R~n,00,α≥1的常数。α及β也是常数。方程在 t=O 有重特征。而低阶项的系数正好在 t=0 有奇异性。我们在方程的低阶项符合一定条件,且方程的特征根的重数与低阶项的奇异性的阶数满足一定关系时,给出了方程(1)的解的唯一性与可微性定理。并讨论了当 t→+0 时,解的渐近性态。     

双峰双波长吸光光度法测定痕量铝

在pH5.5～6.0的六次甲基四胺缓冲溶液中,铝一络天青S—溴化十六烷基毗啶一Triton X-100体系具有正、负两个吸收峰于630nm和475nm处.据此,建立了痕量铝的双峰双波长吸光光度法.铝在0～5μg/25ml范围遵守比耳定律,摩尔吸光系数达1.2×10~5.测定了铝锅开水中痕量铝,结果满意.     

连续调查的整群抽样

本文讨论了连续调查中应用普查方法时的整群抽样和分层整群抽样。     

具连续分布滞量的非线性中立型抛物偏泛函微分方程的振动性

考虑一类具连续分布滞量的非线性中立型抛物偏泛函微分方程解的振动性,借助Green定理和时滞微分不等式获得了这类方程在Robin,Dirichlet边值条件下所有解振动的若干充分条件.     

Quantum State Transfer between Two Distant Atoms by Connecting Two Cavities via Optical Fibres

A scheme is proposed to unconditionally implement state transfer between two distant atoms by sending the atoms across two distant cavities connected via an optical fibre, respectively. The field state, which preserves the information about the first atom, is transmitted from one cavity to the other along the fibre. A Faraday rotator integrated in the fibre can be designed to completely stop the fields reflected from the second cavity, thus after the field interacts with the second atom for a defined time, the state transfer can be accomplished with unit efficiency.     

关于有界域的逆紧映照

本文对近20年来多复变函数的一个发展迅速的数学热门分支－逆紧映照作了一个回顾和整理。这是作者继续从事此方向研究的先声，也希望本文能为有志于此的研究者提供一些便利。本文从经典的结果开始，通过对逆紧映照在边界上的开拓及分支点的分布的讨论，详细地阐述了这些年来关于逆紧映照何时成为双全纯映照的若干结果。最后，对近年来关于逆紧映照另外的一些工作进行了简单的介绍。