Electron temperature measurement in a surface-wave-produced argon plasma at intermediate pressures

The main objective of this work is to obtain the electron temperature in an argon surface-wave-produced plasma column at intermediate gas pressures. After proving that argon upper excited states remain in Excitation Saturation Balance, the value of electron temperature along the plasma column has been obtained using a modified Saha equation and a corrected Boltzmann-plot. Moreover, the electron energy distribution function has been verified to be nearly Maxwellian in a 0.8-2.8 torr intermediate pressure range. Received 24 July 2000 and Received in final form 19 January 2001     

Alloxan诱发糖尿病实验大鼠微量元素谱的多元分析

为确认Ａｌｌｏｘａｎ发糖尿病鼠与微量元素的关连，用多元分析研究了糖尿病鼠样品中微量元素，并引出对糖尿病的新见解。用ＩＣＰ－ＡＥＳ测定了Ａｌｌｏｘｚｎ诱发糖尿病鼠和对照鼠的骨、心、肾、脾、肺、肝、血和毛中１９种微量和宏量元素（Ａｌ、Ａｓ、Ｂ、Ｂａ、Ｃｄ、Ｃｏ、Ｃｒ、Ｍｇ、Ｍｎ、Ｎｉ、Ｐｂ、Ｓｅ、Ｚｎ、Ｆｅ、Ｃｕ、Ｓｒ、Ｔｉ、Ｖ） ，结果在糖尿病鼠与对照经组的微量元素间呈现一些显著差异。多元分析找到     

An Ultra‐High Fluorescence Enhancement and High Throughput Assay for Revealing Expression and Internalization of Chemokine Receptor CXCR4

Revealing chemokine receptor CXCR4 expression, distribution, and internalization levels in different cancers helps to evaluate cancer progression or prognosis and to set personalized treatment strategy. We here describe a sensitive and high‐throughput immunoassay for determining CXCR4 expression and distribution in cancer cells. The assay is accessible to a wide range of users in an ordinary lab only by dip‐coating poly(styrene‐co‐N‐isopropylacrylamide) spheres on the glass substrate. The self‐ assembled spheres form three‐dimensional photonic colloidal crystals which enhance the fluorescence of CF647 and Alexa Fluor 647 by a factor of up to 1000. CXCR4 in cells is detected by using the sandwich immunoassay, where the primary antibody recognizes CXCR4 and the secondary antibody is labeled with CF647. With the newly established assay, we quantified the total expression of CXCR4, its distribution on the cell membrane and cytoplasm, and revealed their internalization level upon SDF‐1α activation in various cancer cells, even for those with extremely low expression level.     

Ag|kCl|六氢吡啶体系表面增强喇曼散射效应的猝灭和恢复

在简述近年来电化学体系中表面增强喇曼散射(SERS)活性位置研究的实验结果和有关论述后, 着重报道作者在Ag/KCl/六氢吡啶体系中, Ag-Cl振动峰和六氢吡啶诸振动峰的强度, 在一定电位范围内电极被施加负脉冲电位后的同步下降, 以及采用氧化还原循环(ORC)处理得到同步恢复等新的实验结果, 并对上述体系中表面络合物的构成及其在SERS中的作用作了进一步的论证。     

9MeV,小于0.1mm微焦点X射线源验证实验

密度高、成像分辨率高、成像速度快的X射线数字成像检测需要高能微焦点大剂量X射线源,高品质电子源是实现这一X射线源的关键手段。基于中国工程物理研究院太赫兹自由电子激光的主加速器,验证了低发射度、低能散度的高亮度电子束实现高能微焦点的可行性,得到电子束半高全宽尺寸小于70μm的9 MeV微焦点,并初步开展成像实验,双丝像质计焦斑清晰分辨9D号丝,丝直径0.13 mm。     

The computation of multiple roots of a polynomial

This paper considers structured matrix methods for the calculation of the theoretically exact roots of a polynomial whose coefficients are corrupted by noise, and whose exact form contains multiple roots. The addition of noise to the exact coefficients causes the multiple roots of the exact form of the polynomial to break up into simple roots, but the algorithms presented in this paper preserve the multiplicities of the roots. In particular, even though the given polynomial is corrupted by noise, and all computations are performed on these inexact coefficients, the algorithms ‘sew’ together the simple roots that originate from the same multiple root, thereby preserving the multiplicities of the roots of the theoretically exact form of the polynomial. The algorithms described in this paper do not require that the noise level imposed on the coefficients be known, and all parameters are calculated from the given inexact coefficients. Examples that demonstrate the theory are presented.     

人红细胞摄入 Eu(Cit)23-阴离子通道机制的研究

研究了Eu(Cit)2^3-进入人红细胞的机制。在人红细胞与含不同浓度的Eu(Cit)2^3-的等渗缓冲液温育后。用ICP－MS测定胞浆及膜中Eu的含量，并考察了阴离子通道抑制剂DIDS，温度及pH的影响，制备了人红细胞膜正面向外囊泡（ROV）和内翻包囊泡（IOV）并研究了它们对Eu(Cit)2^3-的摄取及DIDS的影响。结果表明，Eu(Cit)2^3-可以与细胞膜结合并进入红细胞内，DIDS强烈抑制红细胞对Eu(Cit)2^3-的摄入；温度，pH对细胞摄入有显著影响，ROV和IOV可以摄入Eu(Cit)2^3-，但DIDS只抑制ROV的摄入，对IOV的摄入无影响。Eu(Cit)2^3-进入人红细胞具有阴离子通道机制的各种特征。阴离子通道是稀土柠檬酸络合物Eu(Cit)2^3-进入红细胞的途径之地。     

复杂网络可控性研究现状综述

控制复杂系统是人们对复杂系统模型结构及相关动力学进行研究的最终目标, 反映人们对复杂系统的认识能力. 近年来, 通过控制理论和复杂性科学相结合,复杂网络可控性的研究引起了人们的广泛关注. 在过去的几年内, 来自国内外不同领域的研究人员从不同的角度对复杂网络可控性进行了深入的分析研究, 取得了丰硕的成果. 本文重点讨论了复杂网络的结构可控性研究进展, 详细介绍了基于最大匹配方法的复杂网络结构可控性分析框架, 综述了自2011年以来复杂网络可控性的相关研究成果, 具体论述了不同类型的可控性、可控性与网络拓扑结构统计特征的关联、基于可控性的网络及节点度量、控制的鲁棒性和可控性的相关优化方法. 最后, 对网络可控性未来的研究动态进行了展望, 有助于国内同行开展网络可控性的相关研究.     

On exponential sums over primes in short intervals

Let Λ(n) be the von Mangoldt function, x real and y small compared with x. This paper gives a non-trivial estimate on the exponential sum over primes in short intervals for all α ∈ [0,1] whenever . This result is as good as what was previously derived from the Generalized Riemann Hypothesis.