Helicity Amplitude Analysis of ηc Decays into Hyperon-Antihyperon Pairst

The helicity amplitudes for the processes of e^＋e^- →J/ψ→γηc→γYY（Y： hyperon） are presented, together with the joint angular distributions for ηc decays into ∧∧,∑^0 ∑^0, and [1]-[1]＋. The sensitivities to measure the hyperon decay parameters in these decays are evaluated based on the helicity amplitudes. The prospects to test the Bell inequality in experiment using the decay of ηc→∧∧ are discussed.     

Pattern Formation in a Vibrated Granular Layer on an Inclined Base

We carry out the simulations of pattern formation in a two-dimensional vibrated granular layer on an inclined base by molecular dynamics. It is found that the maximum amplitude of the pattern is greater at the lower part than at the higher part of the base, and is proportional to the thickness of the layer. Meanwhile, the wavelength varies non-monotoniclly as the inclined angle of the base is increased.     

Heteroclinic Bifurcation of Strongly Nonlinear Oscillator

Analytical prediction of heteroclinic bifurcation of the strongly nonlinear oscillator is presented by using the extended normal form method. We consider the approximate periodic solution of the system subject to the quintic nonlinearity by introducing the undetermined fundamental frequency. For the occurrence of heteroclinicity, the bifurcation criterion is accomplished. It depends on the contact of the limit cycle with the saddle equilibrium. As is illustrated, the explicit application shows that the new results coincide very well with the results of numerical simulation when disturbing parameter is of arbitrary magnitude.     

超声波波长数据的处理方法

对文献[1]中超声波波长的数据进行重新处理,对振幅的B类不确定进行补充,并排除了数据中的高度导常值,介绍了更合理的用逐差法处理波长数据的标准公式,使对波长的不确定度评定更合理.     

Single Transverse Spin Asymmetries at Parton Level

Two factorization approaches have been proposed for single transverse spin asymmetries. One is the cofiinear factorization, the other is the transverse-momentum-dependent factorization. They have been previously derived in a formal way by using diagram expansion at hadron level. If the two factorizations hold or can be proven, they should also hold when we replace hadrons with patton states. We examine these two factorizations at patton level with massless partons. It is nontrivial to generate these asymmetries at parton level with massless patrons because the asymmetries require helicity-flip and nonzero absorptive parts in scattering amplitudes. By constructing suitable patton states with massless partons we derive the two factorizations for the asymmetry in Drell-Yan processes. It is found from our results that the collinear factorization derived at parton level is not the same as that derived at hadron level. Our results with massless partons confirm those derived with single massive parton state in our previous works.     

基于光学遥感图像的南海北部内孤立波振幅反演模型与应用

收集2015年1月至2018年12月共计4年的MODIS光学遥感图像,利用神经网络算法建立适用于南海北部深海与浅海的内孤立波振幅反演模型。模型的计算结果与现有的南海实测数据对比,无论对于浅海(文昌海域)还是深海(东沙岛附近海域和深海盆地),反演精度都高于15%。利用模型得到了南海北部内孤立波的振幅分布,发现振幅分布与水深呈正相关,相关系数为0.81。计算了南海北部文昌海域、东沙岛附近海域以及深海盆地的内孤立波振幅分布,发现同一条内孤立波,振幅不同。南海北部文昌海域、东沙岛附近海域以及深海盆地的单条内孤立波振幅与水深呈正相关,相关系数分别为0.79,0.91,0.81。本文为南海北部海域深海与浅海的内孤立波振幅反演提供借鉴。     

Structure of D Pair in Collective States of Nuclei

As a successive work a modified D pair independent of the S pair treated in our previous papers is introduced to avoid the seniority mixing problem. The structure amplitudes of this D pair and S pair are determined simultaneously and self-consistently by iteration,     

Rayleigh lamb waves in micropolar isotropic elastic plate

The propagation of waves in a homogeneous isotropic micropolar elastic cylindrical plate subjected to stress free conditions is investigated. The secular equations for symmetric and skew symmetric wave mode propagation are derived. At short wave limit, the secular equations for symmetric and skew symmetric waves in a stress free circular plate reduces to Rayleigh surface wave frequency equation. Thin plate results are also obtained. The amplitudes of displacements and microrotation components are obtained and depicted graphically. Some special cases are also deduced from the present investigations. The secular equations for symmetric and skew symmetric modes are also presented graphically.     

圆柱形容器中竖直激励表面波的毛细影响

在竖直振动的圆柱形容器中,利用理想流体中两时间尺度奇摄动展开法,研究了包括表面张力影响的自由面单一表面驻波的运动．通过求解势流方程,获得了一个包含三阶非线性项、外激励及表面张力影响的非线性振幅方程．结果表明当驱动频率较低时,表面张力对表面波模式选择不重要;然而,当驱动频率较高时,表面张力的影响是不可忽略的．说明表面张力具有使得自由面返回到平衡位置的作用．另外,由于考虑了表面张力的影响,使得理论结果比无表面张力时更加接近先前的实验结果．     

高维Weierstrass型映射的振幅

本文研究了一类d维Weierstrass型映射,利用概周期函数的性质,得到了该类函数关于振幅的估计.