Systematic studies of fission fragment kinetic energy distributions by Langevin simulations

Fission fluctuation-dissipation dynamics of heavy nuclei has been studied using Langevin Monte Carlo simulations. The covariant form of the fission transport equation and the coefficients related to it are investigated. To learn about the influence of the dynamics from the ground state to the saddle point on the kinetic energy distributions we have studied various systems and compared the calculations both starting from the ground state and from the saddle point. Both the mean total kinetic energy of the fission fragments and its variances can fit with the experimental values in terms of a finite neck radius as scission condition.This work was supported by the National Natural Science Foundation of China.     

摇椅形唇弓单独使用或联合平面导板矫治深覆

单独采用摇椅形唇弓或联合平面导板的方法,对２１例恒牙列期安氏Ⅱ类Ⅰ分类的低角型前突型深覆牙合患者进行了矫治,以观察两种方法临床疗效的异同。结果表明：１）摇椅形唇弓与平面导板联合使用有利于深覆牙合面型的改善,缩短了打开深覆牙合的时间;２）两种方法对牙齿的松动度及颞下颌关节（ＴＭＪ）的影响无显著性差异。对于低角型的深覆牙合患者,摇椅形唇弓与平面导板矫治能取得更好的临床疗效。     

一种基于空间域和频谱域特征的图象分割方法

提出了一种基于空间域和频谱域特征的神经网络的医学图像分割方法．本方法不需要教师监督,能自动生成最优的网络输出节点,即分类数．对ＣＴ,ＭＲＩ和超声图像的分割表明本方法有效方便．     

Syndrome series of one point algebraic-geometric codes and majority voting scheme

A type of recurring relations on syndrome series is presnted. After some important theorems are established, an algorithm for computing a minimal polynomial set is presented. Finally an algorithm for determining the unknown syndromes with incorporating α majority scheme is presented.