Sheath Structure of an Electronegative Plasma

We investigate the sheath structure of an electronegative plasma at steady state with the assumptions of cold positive ions and hot negative ions. The modified Bohm criterion is obtained with the Sagdeev potential by introducing a modified ion sound velocity. At the same time the electric potential, net space charge and particles densities in the sheath are analysed in several cases of different temperature ratios of electrons to negative ions and different density ratios of negative ions to positive ions.     

一种核磁共振波谱谱峰对齐及谱峰提取的方法

在代谢组学研究方法中,对一组具有生物学意义且平行的核磁共振波谱数据进行处理是其方法研究的关键,其中包含谱峰对齐、谱峰提取、噪音去除等几个步骤。该文提出了一种全新且快速有效的核磁共振波谱批量处理方法。其原理主要为：在保持波谱形状不发生变化的同时,通过平移目标谱使其与参考谱达到最大程度的相关,从而实现谱峰对齐及利用谱峰最大值的判断来实现谱峰变量的提取。此外,该文还结合大鼠尿样和血样的分析结果,详细地说明了算法的准确性及其它优点。该文所涉及的算法是基于Matlab程序进行编译的,可以结合不同实验进行改编,具有良好的扩展性。     

液相共存成分对氨法脱碳吸收液解吸CO2的影响研究

考察了烟气中SO₂、NO_x和CO₂与氨水的反应机理,研究了模拟解吸液解吸过程中主要液相共存成分,如(NH₄)₂SO₃、(NH₄)₂SO₄、NH₄NO₃、NaCl、NH₄Cl和(NH₄)₂CO₃对CO₂解吸的影响.研究表明,不同液相共存成分、质量分数、pH值、表面张力等对CO₂解吸产生一定影响,大部分液相共存成分的存在,会降低脱碳溶液CO₂的解吸量.质量分数低于10％的液相共存组分对脱碳吸收液CO₂解吸过程的制约作用依次为(NH₄)₂SO₃>NH₄NO₃>(NH₄)₂SO₄>NaCl>(NH₄)₂CO₃.因此,在碳捕集前应对烟气中的杂质成分进行脱除,减少其对解吸液理化特性的影响.     

灰色系统 GM(1,1) 模型的讨论

本文讨论灰色系统 GM(1,1)模型在建模过程中由于原始数列的变化对模型值及预测精度的有效性问题.指出,在通常的 GM(1,1)建模方法中,原始数列的第一个数据对模型值及预测精度不产生任何影响.为利用该数据提供的信息,可在原始数列的第一个数据前再增加一个任意数作为新的原始数列建模;另外,原始数列中每一个数据增加同一个常数后,对模型值和预测精度可产生影响.因此,在 GM(1,1)建模过程中,需选择合适的常数,以提高预测精度.     

一类可积非哈密顿系统的极限环个数的上界

In this paper, we consider the perturbations of two non-Hamiltonian integrable systems(1.3)μ, (4.1)μ. For the former,it is proved that the system under the polynomial perturbations hasat most f-n/2] limit cycles in the finite plane and the upper bound is sharp. The proof relies on acareful analysis of a related Abelian integral. For the latter, we obtain an estimate number of isolatedzeros of the corresponding Abelian integral.     

Geometrical Method for the Generalized Moore Equations of a One—Dimensional Cavity with Two Moving Mirrors

Extending the approach proposed by Cole and Schieve (1995 Phys.Rev.A 52 4405) for a one-dimensional cavity with one moving mirror,we develop a geometrical method to solve exactly the generalized Moore (GM) equations for a one-dimensional cavity with two moving mirrors.As examples of applying our method,the GM equations are solved in detail when the two mirrors oscillate resonantly,and the dependences of the solutions on the frequency and dephasing of the mirror motions are investigated.     

霍尔推力器磁场位形及其优化的数值研究

基于麦克斯韦方程,在轴对称假设下建立了霍尔推力器磁场的数学模型.用有限差分方法对模型进行了离散.给出了数值求解模型的迭代法.通过对模型的数值求解,得到了相应的数值结果.通过对所得数值结果的分析,研究了磁场线圈电流变化对霍尔推力器磁场位形的影响.通过调整磁场线圈电流的大小找到了理想磁场位形.研究表明,对于理想磁场位形,内通道的磁镜比在3—3.5之间,外通道的磁镜比在0.4—0.9之间;增加磁场线圈的电流,出口的磁场强度随着增加,但不能增加磁镜比.通道内部的磁场强度几乎不随着磁场线圈电流的变化而变化. 关键词： 霍尔推力器 磁场位形 磁场线圈电流 磁镜比     

电子回旋共振等离子体密度均匀性的数值研究

基于漂移扩散近似,在轴对称假设下,对电子回旋共振等离子体源腔室内的等离子体建立了二维流体模型.采用有限差分法对所建立的模型进行了自洽数值模拟,得到了等离子体密度均匀性随时间演化的数值结果.通过对数值结果的分析,研究了背景气体压强、微波功率和磁场线圈电流对等离子体密度均匀性的影响.研究表明,在电离初期,电子密度的均匀性好于离子密度的均匀性.在电离后期,离子密度的均匀性好于电子密度的均匀性.随着背景气体压强的增大,电子密度和离子密度的均匀性都在增加,且离子密度的均匀性增加的更快.随着微波功率的增大,电子密度和 关键词： 等离子体密度均匀性 背景气体压强 微波功率 磁场线圈电流     

Numerical study of physical properties of resistive wall modes in tokamaks

The effect of plasma with toroidal rotation on the resistive wall modes in tokamaks is studied numerically. An eigenvalue method is adopted to calculate the growth rate of the modes for changing plasma resistivity and plasma density distribution, as well as the diffusion time of magnetic field through the resistive wall. It is found that the resistive wall mode can be suppressed by the toroidal rotation of the plasma. Also, the growth rate of the resistive wall mode decreases when the edge plasma density is the same as the core plasma density, but it only changes slightly with the plasma resistivity.     

Numerical study on characteristics of nitrogen discharge at high pressure with induced plasma

Based on the fluid theory of plasma, a model is built to study the characteristics of nitrogen discharge at high pressure with induced argon plasma. In the model, the spices such as electron, N₂⁺, N₄⁺, Ar⁺, and two metastable states (N₂ (A³∑_u⁺), N₂ (a¹∑_u^-)) are taken into account. The model includes particle's continuity equations, electron's energy balance equation, and Poisson equation. The model is solved with a finite difference method. The numerical results are obtained and used to investigate the effect of time taken to add nitrogen gas and initially-induced argon plasma pressure. It is found that lower speeds of adding the nitrogen gas and varying the gas pressure can induce higher plasma density, and inversely lower electron temperature. At high-pressure discharge, the electron density increases when the proportion of nitrogen component is below 40%, while the electron density will keep constant as the nitrogen component further increases. It is also shown that with the increase of initially-induced argon plasma pressure, the density of charged particles increases, and the electron temperature as well as the electric field decrease.