一种基于RGB三基色LED的白光光源

数字光源处理(DLP)投影技术是投影显示的一个重要分支,基于发光二极管(LED)照明技术的DLP投影显示技术则是目前DLP技术的一个重要发展方向。根据DLP投影显示技术的需要,对一种新型的LED混光光源进行了优化设计和仿真计算,得到了一种适合于为DLP微型投影机提供照明的LED混光光源。该混光光源可以提高LED光源的DLP微型投影机的光通量。     

HL-2Aװ���л���ѭ��������ĵ��跢�����������

为在更高参数运行的HL-2A装置上实现等离子体芯部加料,设计了一套基于G-M循环制冷机的25管弹丸注入系统。描述了该系统的构成、工程参数,给出了系统的结构设计,并对各组成部件进行热力分析计算。对枪管温度梯度的建立及控制、弹丸注入方式等进行了讨论。     

一种双毛细管液体黏度测量方法

当流体流过一段毛细管时会发生水头损失,其与管长有关,利用这一原理让液体流过两段相同内径而长度不同的直毛细管,控制两段毛细管上液体的流出端到液面的垂直距离相等,则相同时间内流出两段毛细管的液体质量比与液体的黏度相关.通过测量这一质量比就可以得到液体的黏度.     

Upconversion in Highly Doped Er3+-Yb3+ Fiber Pumped by Ti:Sapphire Laser at 800 nm

The up-conversion processes were investigated in highly doped Er3+-Yb3+ silica fiber pumped by CW or mode-locked Ti:Sapphire laser at 800 nm band. The mechanism is different from that at 980 nm pumped band. The pumping wavelength and power dependences of green, blue and red fluorescence emission were obtained. The up-conversion efficiencies of different doped concentration were investigated. The strong infrared emissions, which limit the efficiency of up-conversion were observed.     

GLUON CLUSTER IN NUCLEI AND EMC EFFECT

The gluebond and its ro1} in the EMC offect are proposed in this paper.The discrepancy between electro and muon-production data can be ascribed to the QCD evolution of the gluebond in nuclei.The enhancement of the gluon distribution at small x, observed in J/Ψ muon-production experiment,can be also explained by using the gluebond model.     

运动介质反向散射过程的Wigner-Ville谱分析

WV谱由对应于介质静止时的频谱与对应于介质运动引起的附加贡献的频谱卷积构成。运动的附加贡献使得回波的频谱发生频移、谱峰分裂、展宽和不对称。随着运动不平稳性的增加,谱峰可以是单峰、三峰和双峰,这相应于运动的准平稳区、不平稳区和强不平稳区。     

Does Shadowing Relate to Nuclear Radius?

The A-dependence of nuclear shadowing in the partonic shadowing model is analysed. We point out that the nuclear shadowing is related to the average number of shadowed nucleons rather than the nuclear radius.     

在反转恢复测试中磁化矢量的演化特征:辐射阻尼效应

在强辐射阻尼存在下,水样(90% H₂O in D₂O)的反转恢复实验表明:当两脉冲的相位相差180°且反转脉冲角<180°时,或两脉冲相位一致但反转脉冲角>180°时,在检测期观测到的信号强度将不发生从负极大值到正极大值的突变;在同样的条件下,如果存在频率偏置,信号强度存在波动,即beating效应.只有当两脉冲的相位一致而反转脉冲角<180°时,或两脉冲的相位相差180°但反转脉冲角>180°时,在检测期信号强度才发生突变,即jumping效应.这些现象都可通过辐射阻尼理论予以合理地解释.另外,在检测期当磁化矢量运动到-z轴附近(对应于τ=T_rdln{tan[(π±δ)/2]}),信号强度与理论预计的偏差实际上与T₁弛豫效应有关.