新课程背景下物理教学不确定情境的应对

从课程资源、教师的课程角色入手，结合分析物理课堂教学案例，提出了几种应对策略，以转变教师的课程观念，推进课程改革。     

金属/有机界面势垒对单层有机电致发光器件发光效率的影响

基于高场下电荷的注入过程及激子的解离和复合过程,建立了单层有机发光器件电致发光(EL)效率的理论模型。计算表明：(1)当金属／有机界面势垒高度大于0．3eV时,器件的EL效率很低,降低金属／有机界面势垒可以显著提高器件的EL效率;(2)在较低偏压下,注入过程对器件的电致发光效率起主要作用,但在高偏压下复合过程起支配作用。这一模型可以阐明注入和复合过程对有机发光器件EL效率的影响,对选择发光材料、优化器件结构和提高器件EL效率具有指导意义。     

Self-calibration wavelength modulation spectroscopy for acetylene detection based on tunable diode laser absorption spectroscopy

The expressions of the second harmonic(2f) signal are derived on the basis of absorption spectral and lock-in theories.A parametric study indicates that the phase shift between the intensity and wavelength modulation makes a great contribution to the 2f signal.A self-calibration wavelength modulation spectroscopy(WMS) method based on tunable diode laser absorption spectroscopy(TOLAS) is applied,combining the advantages of ambient pressure,temperature suppression,and phase-shift influences elimination.Species concentration is retrieved simultaneously from selected 2f signal pairs of measured and reference WMS-2f spectra.The absorption line of acetylene(C_2H_2) at 1530.36 nm near-infrared is selected to detect C_2H_2 concentrations in the range of 0-400 ppmv.System sensitivity,detection precision and limit are markedly improved,demonstrating that the self-calibration method has better detecting performance than the conventional WMS.     

Wavelength modulation spectroscopy at 1530.32 nm for measurements of acetylene based on Fabry–Perot tunable filter

Sensitive detection of acetylene(C_2H_2) is performed by absorption spectroscopy and wavelength modulation spectroscopy(WMS) based on Fiber Fabry–Perot tunable filter(FFP-TF) at 1530.32 nm. After being calibrated by Fiber Bragg Grating(FBG), FFP-TF is frequency-multiplexed and modulated at 20 Hz and 2.5 kHz respectively to achieve wavelength modulation. The linearity with 0.9907 fitting coefficient is obtained by measuring different concentrations in a 100 ppmv–400 ppmv range. Furthermore, the stability of the system is analyzed by detecting 50 ppmv and 100 ppmv standard gases for 2 h under room temperature and ambient pressure conditions respectively. The precision of 11 ppmv is achieved by calculating the standard deviation. Therefore, the measuring system of C_2H_2 detection can be applied in practical applications.     

光声池中微弱光声信号检测

大气中的污染源气体含量很少, 用光声光谱对其进行监测得到的光声信号极其微弱. 本文首先分析微弱信号产生机理, 在分析Holmes Duffing方程的基础上, 提出了适合光声池微弱信号检测的变尺度差分方法. 该方法通过对信号进行尺度变换, 再做差分来检测微弱信号. 理论分析和实验表明, 变尺度差分方法能很好地抑制系统相空间的共模噪声, 而且能很好地凸显混沌状态临界值. 变尺度差分方法测出的信号相对误差都小于5%, 说明其可以用于较高频率、 相位和频率都未知的微弱光声信号幅值检测. 关键词： 光声光谱 微弱信号 幅值 Duffing     

A simple Scheme for Generating an n-Qubit W State in a Trapped-Ion System without a Lamb-Dicke Limit

A simple and scalable scheme is proposed to generate a n-qubit W state in a trapped-ion system without the Lamb-Dicke limit. The n-qubit W state can be generated by the interaction between the ions and the laser field if the collective mode is initially prepared in the single-phonon state and each ion is in the ground state. The scheme only requires a single laser and avoids laser manipulation of the individual ion. The time required to complete the process decreases with the number of ions. The present scheme is not limited to small values of the LD parameter, which greatly enhances operation speeds.     

输运层厚度对双层有机器件复合发光的影响

采用ITO/PVK/Alq/Al双层电致发光（EL）结构,制备了三种载流子输运层厚度分别为30、60、120nm,发光层厚度均为300nm的有机薄膜EL器件,测试其EL谱及J-V特性曲线。根据有机EL器件中载流子的产生和输运过程导出了载流子复合几率及电子和空穴密度分布表示式,用以解释其发光强度随输运层厚度的变化关系,用一维无序结构载流子随机跃迁模型讨论输运层厚度对器件电流密度及启动电压的影响,探讨了载流子在薄膜中的输运过程,其理论与实验符合得很好。     

位相相干态的数相高阶压缩

本文根据Ｐｅｇｇ－Ｂａｒｎｅｔｔ的量了相位理论和Ｈｏｎｇ－Ｍａｎｄｅｌ的高阶压缩概念，研究了有限维空间谐振子位相相干态中粒子数和相位的高阶压缩效应，研究结果表明，在特定的条件下，位相相干态的粒子数和相位都可呈出最大程度的高阶压缩。     

掺杂PPQ薄膜的电致发光及电场调制

从掺杂PPQ薄膜单层器件的电致发光光谱在掺杂前后的变化。说明掺杂PPQ薄膜中存在着基质分子和掺杂分子间的能量传递，其电致发光光谱随加电场变化说明电场对PPQ薄膜的电致发光具有调制作用。用一个由单链模型扩展到包括杂质和外场的Hamiltonian进行数值求解。结果表明：在PPQ和TPL分子之间有效的能量传递是源于它们之间的是荷转移，且随着外加电压的变化，其电致发光谱峰位的移动与掺杂前后系统总量的改变及发光强度与掺杂后转移的电荷数之间分别存在对应关系，这一模型很好地解释了电场对PPQ薄膜电致发光的调制作用。     

一个叙列的极限存在问题

在吉米多维奇的数学分析习题集中,提出下述叙列极限问题: “若对某叙列{x_n}(n=1,2,……)有任何叙列{y_n}(n=1,2,……),使当等式: (?)(x_n+y_n)=(?)x_n+(?)y_n ①或(?)x_ny_n=(?)x_n(?)y_n(x_n≥0) ②成立时,则叙列{x_n}是收敛的”。关于这个问题,在[1]中编者认为:“此题似应加上x_n非负(x_n≥0)这个条件,在俄文原著中未指出这点。加上这个条件之后,编者才给出证明。即在