合肥光源慢加速过程中高频系统的调节

 合肥光源是一台专用同步辐射光源，它在低能注入积累束流，然后同步地把束流加速到高能并在储存环中稳定运行。在加速过程中，粒子的同步辐射能量损失迅速增加，束流负载效应发生变化，需要相应地调节高频系统参数保持束流稳定。讨论了合肥光源加速过程中高频系统可能的两种高频系统调节方式以及高能情况下高频系统的最佳运行状态。     

低起始温度的线性升温热处理对直拉硅中氧沉淀的影响

研究了直拉硅片从不同的温度线性升温(Ramping)到750℃,然后在750℃退火64 h过程中的氧沉淀行为. 结果表明,Ramping对硅片中氧沉淀的形成有明显的促进作用,且起始温度越低促进作用越强. 这是因为在Ramping处理中,低温(450—650℃)热处理阶段氧的扩散速率显著增强,促进了氧沉淀核心的形成,且较低的Ramping升温速率有利于氧沉淀核心的稳定和继续长大. 进一步的实验结果还表明,低起始温度的Ramping处理可应用于硅片的内吸杂工艺,能促进氧沉淀的生成提高硅片的内吸杂能力,减少热预 关键词： 直拉硅 氧沉淀 退火     

合肥光源慢加速过程中高频系统的调节

合肥光源是一台专用同步辐射光源,它在低能注入积累束流,然后同步地把束流加速到高能并在储存环中稳定运行。在加速过程中,粒子的同步辐射能量损失迅速增加,束流负载效应发生变化,需要相应地调节高频系统参数保持束流稳定。讨论了合肥光源加速过程中高频系统可能的两种高频系统调节方式以及高能情况下高频系统的最佳运行状态。     

EAST远红外激光干涉仪与密度爬升实验研究

利用EAST装置单道远红外HCN激光干涉仪测量了等离子体中心道(R=1.82m)线平均电子密度。通过充气加料连续提升主等离子体密度,首次在EAST装置上观察到偏滤器等离子体的三种不同状态：低再循环(偏滤器靶板处等离子体温度较高,密度较低),高再循环(偏滤器靶板处等离子体温度较低,密度较高)和脱靶(偏滤器靶板处等离子体温度和密度都很低)等离子体状态。分析了EAST偏滤器在这三种不同状态下的物理现象。     

螺绕环的电感

给出了螺绕环电感的准确表达式,并对常见问题作了详细的讨论.     

Inductance of rf-wave-heated plasmas

The inductance of rf-wave-heated plasmas is derived. This inductance represents the inductance of fast electrons located in a plateau during their acceleration due to electric field or deceleration due to collisions and electric field. This inductance has been calculated for small electric fields from the two-dimensional Fokker-Planck equation as the flux crossing the surface of critical energy mv(2)(ph)/2 in the velocity space. The new expression may be important for radio-frequency current drive ramp-up, current drive efficiency, current profile control, and so on in tokamaks. This inductance may be incorporated into transport codes that study plasma heating by rf waves.     

低起始温度的线性升温热处理对直拉硅中氧沉淀的影响

研究了直拉硅片从不同的温度线性升温(Ramping)到750℃，然后在750℃退火64 h过程中的氧沉淀行为. 结果表明，Ramping对硅片中氧沉淀的形成有明显的促进作用，且起始温度越低促进作用越强. 这是因为在Ramping处理中，低温(450—650℃)热处理阶段氧的扩散速率显著增强，促进了氧沉淀核心的形成，且较低的Ramping升温速率有利于氧沉淀核心的稳定和继续长大. 进一步的实验结果还表明，低起始温度的Ramping处理可应用于硅片的内吸杂工艺，能促进氧沉淀的生成提高硅片的内吸杂能力，减少热预     

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利用EAST装置单道远红外HCN激光干涉仪测量了等离子体中心道(R=1.82m)线平均电子密度。通过充气加料连续提升主等离子体密度,首次在EAST装置上观察到偏滤器等离子体的三种不同状态：低再循环(偏滤器靶板处等离子体温度较高,密度较低),高再循环(偏滤器靶板处等离子体温度较低,密度较高)和脱靶(偏滤器靶板处等离子体温度和密度都很低)等离子体状态。分析了EAST偏滤器在这三种不同状态下的物理现象。     

合肥光源储存环束流软慢加速控制

 合肥光源储存环为非满能量注入,束流以200MeV的能量注入到储存环后慢加速到800MeV。介绍了慢加速的理论依据及储存环主电源控制系统的硬件结构,详细描述了束流软慢加速方法中的慢加速表计算及慢加速过程控制。机器运行结果表明:软慢加速方法控制灵活,慢加速过程运行平稳,束流损失很少,能很好地满足合肥光源机器运行和研究的需要。     

高温超导无绝缘线圈励磁电压特性研究

本文通过实验研究了焊锡浸渍、励磁电流PI控制、励磁速率以及励磁幅值对高温超导无绝缘线圈励磁电压特性的影响。实验结果表明:高温超导无绝缘线圈励磁电压具有时延特性,焊锡浸渍、励磁电流PI控制分别会增大和减小时延特性,而励磁速率和励磁幅值不会影响时延特性;励磁电压幅值随励磁速率增大而增大;焊锡浸渍可降低励磁电压幅值,而励磁电流控制对励磁电压幅值影响不明显。     

合肥光源储存环束流软慢加速控制

合肥光源储存环为非满能量注入,束流以200MeV的能量注入到储存环后慢加速到800MeV。介绍了慢加速的理论依据及储存环主电源控制系统的硬件结构,详细描述了束流软慢加速方法中的慢加速表计算及慢加速过程控制。机器运行结果表明:软慢加速方法控制灵活,慢加速过程运行平稳,束流损失很少,能很好地满足合肥光源机器运行和研究的需要。     

线圈的电感与电阻

线圈是由绝缘导线绕成的,必同时存在电感和电阻.线圈的电感问题很复杂,我们只讨论最简单的情况.     

自感实验的一个补充

通常用图l电路演示通电自感,用图2电路演示断电自感.在图1中,开关闭合瞬间,看到L2较L1亮度滞后,在图2中,看到L在断开开关后闪亮一下再熄灭. 这组实验中,用的是2.5V或3.8V小灯泡,亮度不够,而且现象持续时间短,不能引起学生足够的兴趣,于     

Wake modes behind a streamwisely oscillating cylinder at constant and ramping frequencies

Journal of Visualization - In this paper, the wake modes behind a circular cylinder under streamwisely forcing oscillating motion are studied at Reynolds number Re = 360–460 which are...     

Multiphysics modelling of the separation of suspended particles via frequency ramping of ultrasonic standing waves

A model was developed to determine the local changes of concentration of particles and the formations of bands induced by a standing acoustic wave field subjected to a sawtooth frequency ramping pattern. The mass transport equation was modified to incorporate the effect of acoustic forces on the concentration of particles. This was achieved by balancing the forces acting on particles. The frequency ramping was implemented as a parametric sweep for the time harmonic frequency response in time steps of 0.1 s. The physics phenomena of piezoelectricity, acoustic fields and diffusion of particles were coupled and solved in COMSOL Multiphysics? (COMSOL AB, Stockholm, Sweden) following a three step approach. The first step solves the governing partial differential equations describing the acoustic field by assuming that the pressure field achieves a pseudo steady state. In the second step, the acoustic radiation force is calculated from the pressure field. The final step allows calculating the locally changing concentration of particles as a function of time by solving the modified equation of particle transport. The diffusivity was calculated as function of concentration following the Garg and Ruthven [1] equation which describes the steep increase of diffusivity when the concentration approaches saturation. However, it was found that this steep increase creates numerical instabilities at high voltages (in the piezoelectricity equations) and high initial particle concentration. The model was simplified to a pseudo one-dimensional case due to computation power limitations. The predicted particle distribution calculated with the model is in good agreement with the experimental data as it follows accurately the movement of the bands in the centre of the chamber.     

有限长多层直螺线管的自感系数

利用Φ＝∫SB·dS＝∮lA·dl,逐一讨论单匝线圈自感、两线圈的互感和实际螺线管的自感系数的一般式,并借助于MATLAB快速便利地计算有限长多层直螺线管的自感系数.     

一种高精度开关式电感测试仪的设计

电感在现代电子电路中应用广泛,大量的存在于滤波、耦合、振荡等电路中,因此如果可以准确的测量电感的阻值具有重大的意义[1-2]。现今,电感的测量大部分是测用电桥法,高精度的电桥测试仪器是比较昂贵的。通过对电感的特点,以及现有的测量方式进行了研究,设计了一种高精度、低成本的电感测试仪。该仪器采用具有不同电流值的恒流源反复对电感进行正反向充电,然后根据检测的不同电流值下的放电时间求取电感值取其平均值,最后得出待测的电感值。本文完成了恒流源充放电电路、电源电路、开关充放电电路、检测电路以及控制电路的设计[3-4]。该装置的电感测量误差在±5%以内,具有灵敏度高,相应速度快、成本低等特点,具有广泛的应用意义。     

Quantum Effects of Mesoscopic Inductance and Capacity Coupling Circuits

Using the quantum theory for a mesoscopic circuit based on the discretenes of electric charges, the finite-difference Schrödinger equation of the non-dissipative mesoscopic inductance and capacity coupling circuit is achieved. The Coulomb blockade effect, which is caused by the discreteness of electric charges, is studied. Appropriately choose the components in the circuits, the finite-difference Schrödinger equation can be divided into two Mathieu equations in \hat p representation. With the WKBJ method, the currents quantum fluctuations in the ground states of the two circuits are calculated. The results show that the currents quantum zero-point fluctuations of the two circuits are exist and correlated.