Stable solutions for qq^- bound states with a regularized Breit potential

The Breit interaction contains singular terms which may lead to an instability in quark-antiquark bound state calculations. We regularize the Breit interaction by multiplying the singular terms in momentum space by the form factor μ^2/（q^2＋μ^2） such that the interaction is not singular at the origin and the intermediate-and long-range parts of the interaction remain unchanged. The singular terms in the Breit potential find their stable contributions in the calculations after being multiplied by the form factor with different powers. Such a regularized Breit potential with a linear and a relativistically corrected confining potential are applied to the study of qq^- bound states. The spectra for most familiar mesons are consistently obtained and agree well with the experimental data.     

张玉霞：规范是企业的生命线

拥有7500亿元资产、50万职工、6000万从业人员、每年给国家创造1/10财政收入的中国烟草业,绝对称得上是世界级的＂超级国企＂。     

Constructing infinite sequence exact solutions of nonlinear evolution equations

To construct the infinite sequence new exact solutions of nonlinear evolution equations and study the first kind of elliptic function, new solutions and the corresponding Bäcklund transformation of the equation are presented. Based on this, the generalized pentavalent KdV equation and the breaking soliton equation are chosen as applicable examples and infinite sequence smooth soliton solutions, infinite sequence peak solitary wave solutions and infinite sequence compact soliton solutions are obtained with the help of symbolic computation system Mathematica. The method is of significance to search for infinite sequence new exact solutions to other nonlinear evolution equations.     

New application to Riccati equation

<正>To seek new infinite sequence of exact solutions to nonlinear evolution equations,this paper gives the formula of nonlinear superposition of the solutions and Backlund transformation of Riccati equation.Based on the tanhfunction expansion method and homogenous balance method,new infinite sequence of exact solutions to Zakharov-Kuznetsov equation,Karamoto-Sivashinsky equation and the set of(2+l)-dimensional asymmetric Nizhnik-Novikov-Veselov equations are obtained with the aid of symbolic computation system Mathematica.The method is of significance to construct infinite sequence exact solutions to other nonlinear evolution equations.     

火电厂燃煤和粉煤灰及炉渣中天然放射性水平分析

本文采用低本底γ能谱仪对乌鲁木齐市华电和国电两个电厂的燃煤、粉煤灰和炉渣中的天然放射性核素含量进行了测量.测量结果:226Ra、232Th、40K含量的平均值,煤中分别为5.54、3.51、69.15Bq/Kg,粉煤灰中分别为26.99、15.89、122.69Bq/Kg,炉渣样中分别为28.79、15.98、116.72Bq/Kg.并依据国家标准对粉煤灰进行分类,结果表明,粉煤灰的使用不受限制.     

用γ射线Compton散射法来测定管道内油垢厚度

论文中讨论了散射截面与散射角和能量的关系．采用Compton散射总截面,推导出并分析了近水平入射小角度散射法的相应函数与靶介质厚度关系公式．数值拟合结果显示相应函数与油垢厚度之间存在立方性关系．     

检测输油管道实际油垢样品的实验研究

在石蜡实验基础上,本工作运用γ射线散射法检测油垢样品进行对比实验研究,并在进一步的实验研究中探讨康普顿散射光子数与油垢样品厚度之间的线性关系．发现放射源与油垢样品之间的距离与提高线性度有很大关系．本实验测得最佳线性相关系数平方值为0．9871,测量精度为0．671mm．     

基于PGNAA法检测输油管道油垢厚度的初步实验研究

为改进石油输送过程中的油垢检测方法,应用PGNAA(瞬发γ射线中子活化分析)法对管道同一横截面处不同探测角度时不同石蜡(模拟油垢)厚度进行γ光子计数,研究发现γ光子计数响应与探测角度有很大关系.探测角度为135°时线性相关系数的平方和测量精度都是最佳,达到0.9986和0.906mm.本工作对PGNAA法检测油垢厚度选...     

New exact solitary wave solutions to generalized mKdV equation and generalized Zakharov--Kuzentsov equation

In this paper, based on hyperbolic tanh-function method and homogeneous balance method, and auxiliary equation method, some new exact solitary solutions to the generalized mKdV equation and generalized Zakharov--Kuzentsov equation are constructed by the method of auxiliary equation with function transformation with aid of symbolic computation system Mathematica. The method is of important significance in seeking new exact solutions to the evolution equation with arbitrary nonlinear term.     

EFFECTS OF ISLAND-EDGE EXCHANGE BARRIER ON 2D PATTERN FORMATION IN SURFACTANT-MEDIATED EPITAXY

The nucleation and growth of two-dimensional islands in a surfactant-mediated epitaxy system have been studied by computer simulation. To improve the recent results published in the literature, we use a configuration-dependent energy barrier for the exchange process at the island edge in our model. The simulations produce fractal islands at high temperatures or low deposition fluxes, and a transition to regular compact islands occurs at lower temperatures or higher fluxes, in good agreement with the recent experimental results. The barrier for the island-edge exchange has quite a strong effect on the island density as a function of temperature and flux. A small change of the island-edge exchange barrier induces a large variation of the island density in the low-temperature or high-flux region. The flux-dependent island density shows a clear scaling-law behaviour in the intermediate-flux region. The scaling exponent increases evidently as the island-edge exchange barrier increases.