高功率激光稳定腔选模分析

讨论了在有限菲涅耳数时，稳定凹－凸腔的高功率激光选模特性，研究表明当稳定凹－凸腔工作在临近界稳区时，基模体积显著提高，具有良好的选模效果。     

饱和吸附H原子的Si（100）表面的光学二次谐波研究

测量了Ｓｉ（１００）（２×１）－Ｈ表面和Ｓｉ（１００）（３×１）－Ｈ表面的反射二次谐波强度随温度的变化关系，并与清洁的Ｓｉ（１００）（２×１）表面进行了比较。Ｓｉ（１００）（２×１）表面和Ｓｉ（１００）（３×１）－Ｈ表面的二次谐波强度随温度的上升而单调地减小，Ｓｉ（１００）（２×１）－Ｈ表面二次谐波强度随温度的变化不是单调的，约在４７０Ｋ时信号最大。可以根据二次谐波信号的强度及其随温度的变化关系来确定样品温度和表面结构。     

汽包锅炉炉内局部结渣实时诊断研究

研究了汽包锅炉炉膛内局部结渣的故障诊断问题.选取膜式水冷壁背火侧三个温度点──鳍端温度、鳍根温度和管外壁中点温度──作为炉内局部结渣故障特征参数,使用灰渣层热阻反映炉内水冷壁局部结渣程度,运用径向基函数网络建立起描述故障特征参数和局部结渣程度之间高度非线性映射关系的故障诊断模型.实例分析表明:该方法诊断结果准确,无需布置昂贵的热流计,是一种有效的诊断炉内局部结渣的故障诊断方法.     

应用迈克耳孙干涉仪研究压电陶瓷的特性

简述了应用迈克耳孙干涉仪测量压电陶瓷压电常量的原理及实验结果分析.简单介绍了研究压电陶瓷振动特性的方法.     

Effects of some parameters on the divertor plasma sheath characteristics and fuel retention in castellated tungsten tile gaps

Castellation of plasma facing components is foreseen as the best solution for ensuring the lifetime of future fusion devices. However, the gaps between the resulting surface elements can increase fuel retention and complicate fuel removal issues. To know how the fuel is retained inside the gaps, the plasma sheath around the gaps needs to be understood first. In this work, a kinetic model is used to study plasma characteristics around the divertor gaps with the focus on the H＋ penetration depth inside the poloidal gaps, and a rate-theory model is coupled to simulate the hydrogen retention inside the tungsten gaps. By varying the magnetic field strength and plasma temperature, we find that the H＋ cyclotron radius has a significant effect on the penetration depth. Besides, the increase of magnetic field inclination angle can also increase the penetration depth. It is found in this work that parameters as well as the penetration depth strongly affect fuel retention in tungsten gaps.     

Wronskian Form Solutions for a Variable Coefficient Kadomtsev–Petviashvili Equation

Starting from a simple transformation, and with the aid of symbolic computation, we establish the relation- ship between the solution of a generalized variable coefficient Kadomtsev-Petviashvili （vKP） equation and the solution of a system of linear partial differential equations. According to this relation, we obtain Wronskian form solutions of the vKP equation, and further present N-soliton-like solutions for some degenerated forms of the vKP equation. Moreover, we also discuss the influences of arbitrary constants on the soliton and N-soliton solutions of the KPII equation.     

煤粉燃烧过程中相转变点的小波识别

相变点的识别对研究煤粉的低温共熔和结焦有重要意义.本文分别对活性炭和加入SiO2的活性炭混合物的DSC曲线求导得到的DDSC曲线进行小波分析,提取DDSC曲线的近似部分和细节部分,得到更多关于相变的定量信息,再结合其TG,DTG曲线进行分析,实现对以上两种样品燃烧过程中相变点的识别;并将该方法运用到煤粉燃烧过程的相变分析中,对相变点后的烧结形态的场发射扫描电镜分析结果表明该方法是可行的.     

Similarity Solutions for Generalized Variable Coefficients Zakharov-Kuznetsov Equation under Some Integrability Conditions

In this paper, the symmetry method has been carried over to the generalized variable coefficients Zakharov- Kuznetsov equation. The infinitesimal symmetries and the optimal system are deduced and from this optimal system seven basic fields are determined, and for every vector field in the optimal system the admissible forms of the coefficients are found and this also leads us to transform the given equation into partial differential equations in two variables. After using some referenced transformations the mentioned partial differential equations eventually reduce to ordinary differential equations. The search for solutions to those equations has yielded many exact solutions in most cases.     

New solitary wave solutions for nonlinear evolution equations

Three important nonlinear evolution equations are solved with the aid of the symbolic manipulation system.Maple,using the direct algebraic method proposed recently,We explicitly obtain several new solutions of physical interest in addition to rederiving all the known solutions.     

二模谐振子能谱研究

通过对非耦合谐振子系统能谱、非耦合与坐标耦合共同组成的谐振子系统能谱、非耦合与动量耦合共同组成的谐振子系统能谱、非耦合与坐标动量交叉耦合共同组成的谐振子系统能谱和非耦合与压缩项耦合共同组成的谐振子系统5种谐振子能谱进行求解时,通过分析比较发现:其一,对存在非对易参数的能级差的解时,当非对易参数为零时,所求的哈密顿量能级差的解与非耦合谐振子能谱能级差的解相似,从而验证了求解结果的正确性;其二表明了坐标耦合系数、动量耦合系数和压缩性系数都对共同组成的谐振子系统能谱的能级差产生了影响;其三,对非耦合与坐标动量交叉耦合共同组成的谐振子系统能谱而言,坐标动量交叉耦合系数和非对易参数都没有对交叉耦合谐振子的能级差产生任何影响.对多种耦合系统谐振子能谱进行求解,覆盖面广,分析全面.