托卡马克等离子体中动力剪切阿尔芬波不稳定性的数值研究

用积分本征模方程研究了在托卡马克等离子体中包含全部动力学效应的动力剪切阿尔芬波模 (无论是否存在温度梯度). 引入了一个新的积分变量，将实平面的积分解析延拓到复平面. 这样可以同时研究增长模和阻尼模. 结果表明，在有离子温度梯度(ITG)的情况下，激发动 力剪切阿尔芬不稳定性所需的等离子体压强梯度比激发理想磁流体动力学气球模不稳定性的 阈值低得多，没有ITG时两者相同. 与动力无碰撞气球模结果不同，当有限ITG存在时，剪切 阿尔芬模存在第二稳定区. 关键词： 动力剪切阿尔芬模 磁流体气球模 阈值压强梯度     

平面晶体积分衍射效率实验标定

 平面晶体谱仪是激光等离子体X光光谱重要诊断设备之一，X光光谱的半定量或定量化诊断需要对平面晶体的一些重要参数如积分衍射效率、晶体扭摆曲线半高宽等进行标定。利用北京高能物理研究所同步辐射室的3B3中能束线作为X光光源，对PET平面晶体进行了实验标定，并对实验标定结果进行了分析，得到了2.1~6.0 keV范围内各能点处的晶体衍射效率。实验结果与其它文献符合得很好。     

磁旋管谐振腔旋转TMn10模的冷品质因数

 从场的表达式出发, 根据Bessel函数的积分公式,推导了旋转TMn₁₀模的腔内储能,时均损耗功率,和冷品质因数等公式。求得了与静态TMn₁₀模不同的相应公式, 它更接近于实验值。为了比较,又推导了该静态模的相应参数公式,得出与现有静态模固有冷品质因素不同的公式。     

铝靶三倍频激光烧蚀参数实验研究

叙述了采用时间空间积分晶体谱仪和时间分辨晶体谱仪等探测器测量铝平面靶强激光烧蚀参数的方法，给出了三倍频强激光烧蚀铝平面靶的质量烧蚀速率和烧蚀压。实验结果与收集到的国外数据进行了比较，它们在误差范围内一致。     

c—切MgO：LiNbO3质子交换平板波导中切伦科夫倍频的理论分析

从耦合模方程出发,推导了切伦科夫倍频转换效率公式,并得出该效率主要是由交叠积分决定的结论;通过对交叠积分的计算找到了进一步提高该效率的有效方法;最后用Nd:YAG激光器进行了切伦科夫倍频实验,得到了接近1%的转换效率,增加包层折射率可以使该效率增加到1.3%,实验结果证实了理论分析.     

自锁模钛宝石激光器谐振腔特性分析

研究了自锁模钛宝石激光器对谐振腔参数对于自锁模运转的影响，得到了腔的对称性，内腔曲率半径以及总腔长等参数对自锁模运转的影响关系，与实验相符。     

二极管激光光栅-外腔光谱合成技术模拟研究

 光栅-外腔光谱合成效率主要由激光器和外腔的耦合效率决定。从衍射积分方程出发,建立了存在离轴像差情况下耦合效率模型,分析了光谱合成系统参数对耦合效率的影响。结果表明：当离轴距离增加、横模阶次增大、模场半径减小、阵列平面或光栅平面偏离焦平面时,耦合效率随之下降;光栅倾角和光栅平面-耦合输出镜距离对耦合效率影响甚微。对采用焦距为500 mm的对称双球面透镜,长度为10 mm二极管激光阵列的系统,快轴方向模场半径应大于0.15 mm, 慢轴方向模场半径应大于 20 μm, 阵列平面位置误差应控制在±0.5 mm内,光栅平面位置误差应控制在±0.2 mm内。     

LiNbO3质子交换波导及其退火效应

采用质子交换技术,以苯甲酸为交换源,实验研究X-切LiNbO₃质子交换平面波导及其退火效应。利用棱镜耦合器测出波导模折射率。采用费米函数,由模折射率确定出波导折射率分布随退火时间的变化关系,给出了分布参数和曲线.     

衍射和干涉理论对Bessel光传输的描述

 采用衍射积分理论和干涉理论分别对轴棱锥产生的Bessel光的传输特性进行描述，并讨论了其适用条件和优缺点。数值模拟了光传输的3维强度分布，同时进行相关参数的实验测定。数值模拟和实验结果表明：在最大无衍射距离内，衍射理论能很好地描述Bessel光的轴上光强分布，当接近或超出最大无衍射距离时，干涉理论也能较好地描述Bessel 光的强度分布，实验结果和理论分析基本吻合。     

HL-1M装置ECRH系统的研制与实验

在HL-1M装置上研制了一套75GHz、500kW／50ms的大型电子回旋共振加热系统，设计了准光学传输系统和顶部、水平两套天线，对系统进行了调试，获得了最佳的系统参数和运行条件，并开展了各种O模和X模实验。在单管250kW的基波0模的实验中，获得电子温度提高40％，电流位形负剪切分布以及鱼骨模不稳定性研究等重要的物理实验结果。     

Study of electron temperature gradient instability in toroidal plasmas with negative magnetic shear

Electron temperature gradient driven instability in toroidal plasmas with negative magnetic shear is studied. Full electron kinetics is considered, and the behaviours of the modes and corresponding turbulent transport in the parameter regimes close to the instability threshold are emphasized. Growing and damped modes are both investigated. The singular points of the integrand are disposed of, and the fitting formulae for the critical gradient are given. The theoretical results are shown to be close to the experimental observations.     

The study of the weibel electromagnetic instability growth rate in the presence of the body stress

Body stress flow can be expected in the fast ignition imploding of the inertial fusion process that strongly damps small‐scale velocity structures. The Weibel instability is one of the plasma instabilities that require anisotropy in the distribution function. The body stress effect was neglected in the calculation of the Weibel instability growth rate. In this article, the propagation condition of impinging waves and the growing modes of the Weibel instability on the plasma density gradient of the fuel fusion with the body stress flow are investigated. Calculations show that the minimum value of the body stress rate threshold in the linear polarization is about 2.96 times greater than that of the circular polarization. Increasing 10 times of the density gradient and decreasing 2 times of the wavelength in the linear polarization and the circular polarization, respectively, lead to about 1.78 × 10⁶ times increment and 0.019 times decrement in the maximum of the Weibel instability growth rate. Also, the Weibel instability growth rate maximum in the circular polarization is about 10⁷ times greater than that of the linear polarization. The body stress flow and the density gradient tend to stabilize the Weibel instability in the circular polarization and act as a destabilizing source in the linear polarization. Therefore, by increasing steps of the density gradient plasma near the relativistic electron beam‐emitting region, in the circular polarization, the Weibel instability occurs at a higher stress flow.     

环形等离子体中电子温度梯度不稳定性的粒子模拟

用粒子模拟方法求解描述环形等离子体中电子温度梯度静电模的回旋动力学方程.方程采用圆磁通面的轴对称环形几何系统，考虑了有限拉摩半径、电子渡越频率k_∥v _∥以及环形漂移(曲率和磁场梯度)运动w_D(v²_⊥,v ²_∥,θ)的效应.简述了粒子模拟的基本方法.采用了四阶变步长积分格式，使计算省时、简便.讨论了模的基本特征 , 并且给出了临界梯度对电子温度与离子温度之 关键词： 电子温度梯度不稳定性 粒子模拟 变步长积分格式 临界梯度     

托卡马克中漂移不稳定性的回旋动理学二维本征模方程

从弗拉索夫方程出发,导出了托卡马克等离子体中漂移不稳定性的回旋动理学二维本征模积分方程组。该方程组保留了离子的动理学效应,包括沿磁场的运动、磁场梯度和曲率漂移以及有限拉莫半径效应。与传统的采用气球模表象得到的一维回旋动理学方程(其只能给出不稳定模沿磁场线的结构)不同,该方程组不仅能给出托卡马克等离子体中漂移不稳定模的径向结构,同时还考虑了由离子的环形性漂移引起的相邻极向模之间的线性耦合,进而得到模的极向结构。该结果为相应的数值模拟研究提供了理论基础。     

超声速流体Kelvin-Helmholtz不稳定性速度梯度效应研究

利用加权本质上无振荡（WENO）方法模拟超声速流体Kelvin-Helmholtz（KH）不稳定性,研究速度梯度对KH不稳定性线性增长率和后期非线性演化的影响.模拟发现超声速流体中的速度梯度对KH不稳定性具有较强的致稳作用,给出了包含速度梯度致稳的线性增长率经验公式.数值模拟和经验公式符合得很好.模拟给出了清晰的流场密度等值线,这说明WENO方法模拟超声速流体KH不稳定性具有较好的界面变形捕捉能力.模拟结果表明速度梯度影响KH涡的演化,在给定密度梯度的情况下速度梯度越大KH涡的横向尺度越小. 关键词： Kelvin-Helmholtz不稳定性 超声速流体 速度梯度     

Thermosolutal instability in porous medium in a partially ionized plasma

The thermosolutal instability in porous medium in a partially ionized plasma in the presence of a uniform vertical magnetic field is considered. The presence of each, magnetic field and stable solute gradient, brings oscillatory modes which were nonexistent in their absence. The collisional effects may also bring in oscillatory modes. The stable solute gradient and magnetic field are found to have stabilizing effect whereas the medium permeability and collisional frequency have destabilizing effect on the thermosolutal instability in porous medium.     

The effect of the plasma density gradient on current filamentation instability

The filamentation instability is one of the basic beam-plasma instabilities that play a significant role in the energy deposition mechanism of the relativistic electrons generated by the laser-plasma interaction in the fast ignition scenario. In this paper, the effect of the density gradient into plasma on the filamentation instability was investigated in the Weibel unstable plasma, where the plasma temperature anisotropy can play an important role. Results indicated that the density gradient enhances the instability growth rate so that decreasing the density gradient from the critical surface to the core of fuel leads to instability for longer regions in k space. Also, investigations in the region close to the critical surface showed that for decreasing the beam number density n_b ≤ 0.01n₀, the instability occurs for while this can be different for higher values. Increasing the beam relativistic factor causes a decreasing peak of instability growth rate because of a reduction in beam current, whereas the initial thermal spread of plasma amplifies the filamentation instability.     

Collisionless Drift Waves Ranging from Current‐Driven,Shear‐Modified,and Electron‐Temperature‐Gradient Modes

The specific history of collisionless drift waves is marked by focusing upon current‐driven, shear‐modified, and electron‐temperature‐gradient modes. Studies of current‐driven collisionless drift waves started in 1977 using the Innsbruck Q machine and was continued over 30 years until 2009 with topics such as plasma heating by drift waves in fusion‐oriented confinement and space/astrophysical plasmas. Superposition of perpendicular flow velocity shear on parallel shear intensively modifies the drift wave characteristics through the variation of its azimuthal structure, where the parallel‐shear driven instability is suppressed for strong perpendicular shears, while hybrid‐ion velocity shear cause unexpected stabilization of the parallel‐shear‐modified drift wave. An electron temperature gradient can be formed easily by control of thermionic electron superimposed on ECR plasma, and is found to excite low‐frequency fluctuation in the range of drift waves (© 2011 WILEY‐VCH Verlag GmbH & Co. KGaA, Weinheim)     

What happens to the initial planar instability when the thermal gradient is increased during directional solidification？

The positive thermal gradient is one of the most important parameters during directional solidification. The increase of the thermal gradient usually stabilizes the planar interface in the steady state analysis. However, in the initial transient range of planar instability, the thermal gradient presents complicated effects. Time-dependent analysis shows that the increase of the thermal gradient can enhance both the stabilizing effects and the destabilizing effects on a planar interface. The incubation time first decreases and then increases with the increase of the thermal gradient. Moreover, the initial average wavelength always increases with the thermal gradient increasing, contrary to the effect of the thermal gradient on the steady cellular/dendritic spacing. This reveals the types of spacing adjustment after planar instability.