铜掺杂类金刚石纳米点阵列的制备及场发射性能研究

利用磁过滤等离子体结合氧化铝模板(AA0)技术在室温下制备了具有优异场发射性能的铜掺杂类金刚石(DLC)纳米点阵列.微观分析表明,铜掺杂类金刚石纳米点阵列分布均匀,密度高达109cm-2;利用X射线光电子能谱对制备的铜掺杂类金刚石纳米点阵列进行结构分析,测得铜的掺杂量为3.6;且sp3键含量高达60;;通过对铜掺杂类金刚石纳米点阵列的场发射性能测试,试验结果表明,铜掺杂类金刚石纳米点阵列开启电场和阈值电场分别为0.08V/μm,0.42V/μm,并且在电场值为0.67V/μm时,发射电流密度高达95mA/cm2,场发射性能明显优于无掺杂类金刚石纳米点阵列.     

巧用三点共线几何性质解题

<正>中学生数学2014年2月(上)第483期(高中)的《关于c→=xa→+yb→的几种常见转化方法》笔者阅读后感觉如果巧用c→=xa→+yb→的三点共线几何性质来解题,则会收到意想不到的效果.具体如下.例1已知平面内不共线的四点O、A、B、     

四点共圆的应用

诚然,有些几何题,其图形的结构较为复杂,不过,经考察条件,若能从中得出某四个点共圆,那么就能挖出隐藏条件,扩充已知,拉近结论,如线段、角、圆弧的相等,均可通过四点共圆得到,进而为完成解题打开通道.     

基于平方秩和的变点控制图的生产提前期控制研究

将串并联加工系统看做M/G/m的排队系统,针对服务时间概率分布不确定的情形,以生产提前期为监控对象,基于平方秩和设计变点控制图.首先,以订单在某阶段的逗留时间为状态变量采用状态空间方程对该系统进行建模,并分析逗留时间均值发生偏移对下游工序的影响.其次,针对服务时间服从一般分布的情形计算平均等待时间和平均逗留时间,并基于...     

Bulk viscosity of hot dense Quark matter in the PNJL model

Starting from the Kubo formula and the QCD low energy theorem, we study the the bulk viscosity of hot dense quark matter in the PNJL model from the equation of state. We show that the bulk viscosity has a sharp peak near the chiral phase transition, and that the ratio of bulk viscosity over entropy rises dramatically in the vicinity of the phase transition. These results agree with those from the lattice and other model calculations. In addition, we show that the increase of chemical potential raises the bulk viscosity.     

数学问题解答

2012年3月问题解答(解答由问题提供人给出) 2051 △ABC中,A1、B1、C1分别是BC、CA、AB的中点,A2、B2、C2分别是折线CAB、ABC、BCA的中点(如图).证明:A1A2、B1B2、C1C2三线共点. (江西瑞金桥头巷四号 钟金平 342500)     

Eavesdropping on Quantum Secure Direct Communication with W State in Noisy Channel

Security of the quantum secure direct communication protocol （i.e., the C-S QSDC protocol） recently proposed by Cao and Song [Chin. Phys. Lett. 23 （2006） 290] is analyzed in the case of considerable quantum channel noise. The eavesdropping scheme is presented, which reveals that the C-S QSDC protocol is not secure if the quantum bit error rate （QBER） caused by quantum channel noise is higher than 4.17%. Our eavesdropping scheme induces about 4.17% QBER for those check qubits. However, such QBER can be hidden in the counterpart induced by the noisy quantum channel if the eavesdropper Eve replaces the original noisy channel by an ideal one. Furthermore, if the QBER induced by quantum channel noise is lower than 4.17%, then in the eavesdropping scheme Eve still can eavesdrop part of the secret messages by safely attacking a fraction of the transmitted qubits. Finally, an improvement on the C-S QSDC protocol is put forward.     

以“kPA·kpB=常数”为背景的试题赏析

教材中有这样一道经典例（习）题： 已知平面内的动点P与两定点A、B连线的斜率之积为定值,即kPA·kPB=非零常数m,求动点P的轨迹．     

“空间点、直线、平面之间的位置关系”研究型小单元教学

为有效培养学生的数学学科核心素养,在深度分析学习内容和学生认知的基础上,依据“五环十步”研究型教学模式对“空间点、直线、平面之间的位置关系”进行小单元整体教学设计.