C2H2分子受激Raman光谱中的光学Stark效应研究

本文研究了C₂H₂分子受激Raman光谱(SRS)中的光学斯塔克(Stark)效应,同时还研究了激光功率以及单一转动态量子数J与Stark效应的关系.实验表明:C₂H₂分子在高强度激光电场作用下,它的SRS由于光学Stark效应产生明显的非对称加宽,利用Stark线型加宽数值模拟,从理论上计算了Raman光谱线型,与实验的SRS线型比较,二者符合程度相当好.     

光纤激光器中激光波长相对于光纤光栅反射中心的偏移

在用光纤布拉格光栅作为反射器的掺镱光纤激光器的输出光谱中发现激光波长相对于光纤光栅反射中心偏移的现象，偏移量相当于光纤光栅反射带宽的一半。通过实验证明偏移现象与光纤光栅的反射特性和热效应无关，并且在不同的温度和不同的光纤光栅反射波长的情况下都得到了同样的结果。采用激光增益线形的有关理论，对这一现象进行了分析，实验结果与理论分析相一致。     

关于忠实非齐次完全可约模的结构

设是忠实非齐次完全可约-模,Γ是中心化子,Ω是左Γ-模的中心化子.本文共三节,第一节建立了的全体瓤一子模之集Σ与Γ的全体具幂等生成元的右理想之集Σ′间的格同构关系,并得到若Σ′中两元素作为Γ-模同构则其在Σ中的象作为-模也同构.应用此关系在第二节中对Ω(Γ)的基座_Ω(_Γ)作一些讨论,得到结果:_Γ(_Ω)的右(左)秩等于在(Γ)上的维数,_Γ(_Ω)是Γ(Ω)中所有有限秩的元素之集.第三节研究模的稠密性问题,并得到是的弱(无限基数)可迁环的充要条件.     

E.嘉当和他的数学工作

本文譯自美国数学会公报(Bulletin)第58卷(1952年)第二期,引言部分是摘譯,其余三部分是全譯。譯文中方括号中的数字是譯文后面所附的参考文献的編号,为了讀者查閱的方便,我們略去了文章中所原有的文献的出处,改成了这些文献在嘉当全集中的編号。     

Charge fluctuations in Au+Au collisions at RHIC energy

A hadron and string cascade model, JPCIAE, together with the corresponding Monte Carlo event generator, has been employed in this paper to investigate further the charge fluctuations in Au+Au collisions at Snn = 130 GeV. The default JPCIAE calculations are in good agreement with PHENIX and STAR data. We found that the thermal predictions for the π gas, the resonance π gas and quark matter deviate, respectively, from the corresponding dynamical simulations from the JPCIAE model. The discrepancies were also found between the π charge fluctuations and the charge fluctuations of all species of hadrons. However the charge fluctuations for "π from ρ and ω decay" and for all the hadrons from resonance decay are close to each other, indicating the correlation between positively and negatively charged hadrons is not sensitive to the species of hadrons. This work shows further that it is questionable to use the charge fluctuations as a signature of QGP.     

双编码阿达玛变换光谱法：原理,仪器及光谱分析研究

本文根据阿达玛变换的原理研制成一种双编码阿达玛变换光谱仪，与单编码及常规光谱仪相比，该仪器具有高信噪比、高输入和单检测器多通道同时检测的优点。试样分析表明：该仪器能用于荧光谱分析和原子线光谱分析。     

Riemann流形上Killing向量场的零点

命M是偶维定向紧致Riemann流形。M上Killing向量场的零点首先由S.Kobayashi所研究[1],[2].P.F.Baum和J.Cheeger用R.Bott[4],[5]的方法研究了Killing向量场的零点的状况与Riemann流形Pontrjagin数之间的关系。他们工作的关键部分是作出相应的Pontrjagin形式的超渡式。但是他们是凑出了这样一个超渡式,作法上不很自然。本文中我们将沿用传统的陈-Weil的办法自然地得出这个超渡式。     

BINOCULAR RESPONSES IN THE SUPERIOR COLLICULUS OF THE ALBINO RAT

The retinotopic map for the contralateral eye is similar to that found in the pigmentedrats and in other rodents. Cells which had ipsilateral responses were recorded in a fairlylarge area in tale rostral portion of the tectum. Their receptive fields lay from about 40°in the contralateral hemifield to about 40°in the ipsilateral hemifield. The ipsilateral re-sponse of a binocular cell is similar in almost every respect to its counterpart in the oppositeeye except being very weak and that the receptive field is usually smaller. Most binocularcells are distributed in the Stratmn grisemn superfieiale (SGS) and the Stratum optieum (SO).Less binocular cells recorded in the Stratum griseum intermediale (SGI) have moro scatter-ed distribution both in the size and in the position of the receptive field.