量子点中极化子的内部激发态性质

采用Huybrechts线性组合算符和幺正变换方法研究了抛物量子点中的强、弱耦合极化子的激发态性质。分别导出强、弱耦合情况下,抛物量子点中的极化子的第一内部激发态能量、激发能量、共振频率与量子点的有效受限长度和电子-声子耦合强度的关系。数值计算结果表明,量子点中弱耦合和强耦合极化子的内部激发态能量、激发能量和共振频率都随量子点的有效受限长度的减小而迅速增大。弱耦合极化子的第一内部激发态能量随电子-声子耦合强度的增加而减少;而强耦合极化子的振动频率随量子点的有效受限长度的减小而迅速增加。弱耦合极化子的第一内部激发态能量、激发能量和共振频率随电子-声子耦合强度的增加而减小。     

外电场作用下FO分子的特性研究

采用密度泛函的B3P86方法,以6-311+G(3df)为基函数优化得到不同外电场下FO基态分子的稳定几何结构、键长、总能量、HOMO能级、LUMO能级、费米能级、能隙、红外光谱和谐振频率.结果表明,分子结构与外电场有着强烈的依赖关系,且对电场方向的依赖呈现出不对称性;随着正向电场的增大,HOMO能级、LUMO能级和费米能级是减小的,能隙是先增大后减小;红外光谱和谐振频率是增大的,而频率间隔是不断减小的.     

温度对抛物量子点中强耦合磁极化子性质的影响

采用线性组合算符法和LLP变换法,研究了温度对抛物量子点中强耦合磁极化子性质的影响.首次得到了抛物量子点中强耦合磁极化子的基态能量和振动频率随温度的变化规律.结果表明,量子点中强耦合磁极化子的振动频率随温度的升高而减小,随量子点的受限强度、回旋频率和耦合强度的增加而增大.而基态能量随回旋频率、耦合强度和温度变化的规律与磁极化子的状态性质密切相关.磁极化子基态能量和振动频率随量子点的受限强度、回旋频率和耦舍强度的变化情况受温度的显著影响,不过,温度对磁极化子基态能量和振动频率的影响只有在较高温度(O<γ<0.5)时才显现.     

沿面闪络流体模型电离参数粒子模拟确定方法

介绍了粒子模拟确定高功率微波介质沿面闪络击穿流体模型相关电离参数的方法.对粒子模拟方法 (包括带电粒子动力学方程、次级电子发射以及蒙特卡罗碰撞模型)和流体整体模型方法 (包括连续性方程和能量守恒方程)做了简介.基于自编的1D3V粒子模拟-蒙特卡罗碰撞程序给出了在高(低)气压、不同气体种类以及不同微波场强和微波频率下流体模型电离参数的粒子模拟结果,包括电离频率、击穿时间、平均电子能量、电子能量分布函数类型.研究结果表明:平均电子能量与电子能量分布函数类型关系不大;中低气压下,电子能量接近Maxwell分布,电子能量分布函数类型对电离参数几乎没有影响;中高气压下,电子能量分布函数类型对电离参数有重要影响,其依赖系数X趋于高阶形式.不同气体的电子能量分布函数类型不同,需要利用粒子模拟对电子能量分布函数类型进行标定.同时,电子能量分布函数依赖系数与微波场强和频率也有关系,其随微波场强增加而增大,随微波频率增加而减小.在给定考察范围(微波场强在7 MV/m以下,微波频率在40 GHz以内),中低气压下,平均电子能量随微波场强增加而迅速增大,电离频率随微波场强增加先增大后降低,平均电子能量随微波频率增加而降低,电离频率随微波频率增加先增加后降低;高气压下,平均电子能量随微波场强增加而缓慢增大,电离频率随微波场强增加而增大,微波频率对平均电子能量和电离频率影响不大.     

A 37 mJ, 100 Hz,high energy single frequency oscillator

Ways on energy enhancement for single frequency oscillator are reported in this paper. By quantitative analysis on gain and loss coefficients for each cavity mode with inserted etalons, a 37 mJ, 100 Hz high energy single-frequency Nd:YAG oscillator is obtained. The pulse energy is promoted by enhancement of nearly 7 times for a single frequency oscillator reported. The result proves that this method does help for energy enhancement. It has attractive potential for high energy single frequency oscillator design, especially on condition of intensive side pumped or long cavity laser, where strong competitors exist and are hard to be suppressed.     

多波长辐照下熔石英光学元件的损伤及损伤增长

对比研究了基频、二倍频和三倍频激光单独和同时辐照下熔石英光学元件的初始损伤和损伤增长规律, 重点研究了基频和二倍频的加入对三倍频诱导初始损伤和损伤增长的影响, 分析了基频和二倍频相对于三倍频的折算因子。研究结果表明: 当基频和二倍频能量密度较低时, 它们对三倍频损伤几率曲线的影响可以忽略, 但会引起损伤程度的增加; 在多波长同时辐照的损伤增长中, 损伤增长阈值主要取决于三倍频的能量密度, 而损伤增长系数与总的能量密度有关; 折算因子可以同时反映初始损伤和损伤增长的波长效应和波长间的能量耦合效应。     

脉冲激光器输出能量对薄膜损伤阈值测试的影响

薄膜损伤阈值是薄膜抗强激光作用的关键参数，而脉冲激光器的输出能量直接决定了激光薄膜损伤闲值测试结果及其测试精度。激光器的工作电压、频率以及传输距离是影响能量的重要因素。根据脉冲激光器的工作原理，建立了能量与电压、能量与频率和能量与传输距离的数学模型。在激光器工作电压范围内（300～1100V）进行了实验研究，结果表明：不同频率下建立的能量与电压的数学模型不同；同一工作频率下，激光输出能量与电压有两个线性区域；能量稳定性最好的区域其RMS值小于0．025，PV值小于0．07；输出能量随着探测距离的增加而减小。该结果为激光薄膜损伤阂值测试精度的提高提供了可靠的理论依据。     

非对称量子点中强耦合磁极化子激发态的性质

采用线性组合算符和幺正变换方法,研究非对称量子点中强耦合磁极化子的激发态性质。导出强耦合磁极化子的第一内部激发态能量、激发能量和从第一内部激发态到基态的跃迁谱线频率随量子点的横向和纵向有效受限长度、磁场的回旋频率和电子-声子耦合强度的变化关系。数值计算结果表明：第一内部激发态能量、激发能量和跃迁谱线频率随磁场的回旋频率和电子-声子耦合强度的增加而增大.随量子点的横向和纵向有效受限长度的减小而迅速增大,表现出奇特的量子尺寸效应。     

Characteristics of terahertz coherent transition radiation generated from picosecond ultrashort electron bunches

This paper presents a method of generating terahertz (THz) coherent transition radiation (CTR) from picosecond ultrashort electron bunches including single and train bunches, which are produced by a photocathode radio frequency gun. The radiation characteristics of THz CTR including formation factor and energy spectrum are analysed in detail. With the help of a 2-dimensional particle-in-cell simulation, the radiation characteristics including power, energy and magnetic field are analysed. The results show that the radiation frequency can be adjusted by tuning the repetition frequency of the train bunch and the energy can be enhanced with the train bunches.     

水下爆炸毁伤水下目标的能量分布特征

 针对某水下目标的抗水下爆炸实验数据,利用小波包良好的时频局部化性质,对被监测水下目标内部装置的冲击加速度信号进行了能量分析,得到了冲击信号的时频分布和不同频带上的能量分布。冲击信号的频带能量分布与目标毁伤的关系密切,选用冲击信号峰值、冲击信号主振频带能量、水下目标内部装置自振频率所在频带能量作为判别因子,建立距离判别模型,对水下目标毁伤情况进行了预测;利用回代估计法对模型的合理性进行了检验。研究结果表明,预测结果与实际结果相符,证明将频带能量作为水下爆炸毁伤水下目标的特征指标是合理的。     

Frequency dependence of H2O2 generation from distilled water

The frequency dependence of H2O2 generation from H2O by a sonochemical reaction was detected experimentally. The results are in good agreement with previous experimental results, which indicate that in sonochemical reactions, frequencies higher than 90 kHz are more effective than frequencies of several tens of kilohertz. The phonon concept of acoustic waves makes it clear that energy depends on frequency, i.e. on the condition of equal phonon density; higher frequency means higher energy. The concentration and accumulation of acoustic energy will be performed through a bubble surface. From the analogy of photoelectric effects, the frequency dependence of the sonochemical reaction was discussed using the phonon concept.     

120~430 MeV/u 碳离子的微剂量学特性研究(英文)

单粒子微剂量谱在放射治疗中是一个极其重要的参数,它可以用来评估辐射场的生物学效应。利用蒙特卡洛程序FLUKA模拟计算了由碳离子产生的混合辐射场能量沉积的微观模式。从已公开发表的文献中选取了实验测量300 MeV/u 碳离子的线能能谱,并与相同物理条件下模拟计算得到的线能能谱相比较,结果吻合得很好。此外,还计算了120~430 MeV/u 的碳离子的剂量平均线能能谱、频率平均线能和剂量平均线能。所得到的频率平均线能值为185~ 28.3 keV/m而剂量平均线能值则为272~ 64.1 keV/m。本文的结果对于制定碳离子放射治疗的治疗计划有着重要的意义.Microdosimetric single event spectrum is a significant parameter in radiotherapy, which can be used to evaluate the radiation biological effect. In this paper, microscopic patterns of energy deposition are simulated with Monte Carlo code FLUKA at mixed radiation fields during carbon ions therapy. The results are compared with experimental measured results at 300 MeV/u carbon ion and good agreement has been found. Meanwhile, dose-weighted lineal energy spectra, frequency averaged lineal energy values and dose averaged lineal energy values of carbon ion with energy from 120 to 430 MeV/u were calculated,too. The frequency averaged lineal energy values are from 185 to 28.3 keV/m while the dose averaged lineal energy values are from 272 to 64.1 keV/m. These studies are useful for treatment plan in carbon ion radiotherapy.     

微波大气击穿阈值的理论研究

本文通过对使用有效场强(或均方根场强)得到的微波大气击穿阈值表达式进行讨论, 指出其推导中所做的假设及这些假设应用到微波大气击穿过程中存在的问题. 然后分别使用解析理论和数值模拟对微波大气击穿过程中的有效电子温度变化过程和击穿阈值进行研究, 并将其与直流电场进行比较. 分析发现在高气压下, 电子能量转移频率高, 有效电子温度随电场大幅振荡, 由于电离频率随有效电子温度的增长率大于电子能量损失随有效电子温度的增长率, 因此在高气压时, 微波大气击穿阈值低于使用有效场强的击穿阈值. 通过大量分析, 给出了理论推导和数值模拟得到的微波大气击穿阈值拟合表达式.     

量子棒中弱耦合磁极化子的性质

给出了具有椭球边界量子棒经过坐标变换成球形边界的哈密顿量.采用线性组合算符和幺正变换的方法研究了在抛物限制势下量子棒中弱耦合磁极化子的振动频率和基态结合能随横向和纵向有效受限长度、电子-声子耦合强度、椭球的纵横比以及磁场的回旋频率的变化关系.数值计算结果表明:振动频率和基态结合能随回旋频率的增加而增大,随横向和纵向有效受限长度的减少而迅速增大.基态结合能随耦合强度的增加而增大.振动频率随纵横比的增加而减少.当e′1时,基态结合能随纵横比的增加而增加.e′1时,随着纵横比的减少,基态结合能增大.当e′=1时,基态结合能取稳定的极小值.     

Enhanced vibration energy harvesting using dual-mass systems

A type of dual-mass vibration energy harvester, where two masses are connected in series with the energy transducer and spring, is proposed and analyzed in this paper. The dual-mass vibration energy harvester is proved to be able to harvest more energy than the traditional single degree-of-freedom (dof) one when subjected to harmonic force or base displacement excitations. The optimal parameters for maximizing the power output in both the traditional and the new configurations are discussed in analytical form while taking the parasitic mechanical damping of the system into account. Consistent of the previous literature, we find that the optimal condition for maximum power output of the single dof vibration energy harvester is when the excitation frequency equals to the natural frequency of the mechanical system and the electrical damping due to the energy harvesting circuit is the same as the mechanical damping. However, the optimal conditions are quite different for the dual-mass vibration energy harvester. It is found that two local optimums exist, where the optimal excitation frequency and electrical damping are analytically obtained. The local maximum power of the dual-mass vibration energy harvester is larger than the global maximum power of single dof one. Moreover, at certain frequency range between the two natural frequencies of the dual-mass system, the harvesting power always increases with the electrical damping ratio. This suggests that we can obtain higher energy harvesting rate using dual-mass harvester. The sensitivity of the power to parameters, such as mass ratio and tuning ratio, is also investigated.     

An investigation into the simultaneous use of a resonator as an energy harvester and a vibration absorber

A mass–spring–damper system is at the core of both a vibration absorber and a harvester of energy from ambient vibrations. If such a device is attached to a structure that has a high impedance, then it will have very little effect on the vibrations of the structure, but it can be used to convert mechanical vibrations into electrical energy (act as an energy harvester). However, if the same device is attached to a structure that has a relatively low impedance, then the device may attenuate the vibrations as it may act as both a vibration absorber and an energy harvester simultaneously. In this paper such a device is discussed. Two situations are considered; the first is when the structure is excited with broadband random excitation and the second is when the structure is excited by a single frequency. The optimum parameters of the device for both energy harvesting and vibration attenuation are discussed for these two cases. For random excitation it is found that if the device is optimized for vibration suppression, then this is also adequate for maximizing the energy absorbed (harvested), and thus a single device can effectively suppress vibration and harvest energy at the same time. For single frequency excitation this is found not to be the case. To maximize the energy harvested, the natural frequency of the system (host structure and absorber) has to coincide with the forcing frequency, but to minimize vibration of the host structure, the natural frequency of the absorber has to coincide with the forcing frequency. In this case, therefore, a single resonator cannot effectively suppress vibration and harvest energy at the same time.     

Electrodynamics of a Coulomb glass in n-type silicon

Measurements of the complex frequency dependent conductivity of uncompensated n-type silicon are reported. The experiments are done in the quantum limit, variant Planck's over 2pi omega>k(B)T, across a broad doping range on the insulating side of the metal-insulator transition. The low energy linear frequency dependence is consistent with theories of a Coulomb glass, but discrepancies exist in the relative magnitudes of the complex components. At higher energies we observe a crossover to a quadratic frequency dependence that is sharper than expected. The concentration dependence gives evidence that the Coulomb interaction energy is the energy scale that determines this crossover.     

一种弯张换能器及其共振频率计算方法

提出一种弯张换能器即欧米伽换能器,推导出其共振频率和位移振形函数。把欧米伽换能器分成四个构成部分,利用旋转薄壳理论和压电理论分别求出各部分的能量并进行相加,得到整个欧米伽换能器能量的泛函表达式;把几何边界连续条件和包含待定系数的位移振形函数代入到欧米伽换能器能量泛函中,运用Rayleigh-Ritz法求出欧米伽换能器的共振频率,再把共振频率代入Rayleigh-Ritz偏微分方程和边界方程中求出位移振形函数的待定系数以获得确定的位移振形函数。该方法也被推广到对钹式换能器共振频率和位移振形函数的求解上。上述求解结果与实验结果和数值软件相结合论证了该方法的有效性。可获得以下结论:(1)欧米伽换能器陶瓷片的径向振动与金属端帽顶部的纵向振动同相,减少了声场中的反相分量,易作为低频换能器使用;(2)为解决欧米伽换能器和钹式换能器的优化设计提供了理论支持;(3)文中求解共振频率和位移振形函数的方法,即可以应用在由旋转薄壳组成的弯张换能器上也可以应用在由旋转薄壳组成的其它结构上,具有普遍性。      

窄带随机激励双稳压电悬臂梁响应机制与能量采集研究

具有中心频率的窄带随机振动是一种典型的环境振动,其振动特征与环境的变化密切相关.本文以双稳压电悬臂梁能量采集系统为研究对象,分析系统在不同磁铁间距下的等效线性固有频率特性,以带通滤波器输出一定带宽的窄带随机激励模拟环境振动,研究系统的响应和能量采集特征.研究表明,对于一定带宽的窄带随机激励,一方面系统始终存在一个固定的磁铁间距使其输出达到峰值,另一方面当激励中心频率在一定范围内变化时,系统还分别存在另外两个或一个不同磁铁间距也能使系统输出达到峰值,而且该峰值特性是系统在其等效线性固有频率处诱导双稳或单稳“共振”形成的.研究结果可为具有窄带随机激励特征的振动能量采集提供一定的理论和技术支持.     

Potential energy distribution and variations of force constants with temperature in α-LiIO3

The potential energy distribution in the hexagonal lithium iodate crystal is calculated on the basis of a potential energy involving valence and central forces. The frequency shifts of observed modes with temperature are interpreted by force constants variations. An anomalous decrease of the IR and Raman silent B libration frequency is predicted.