Rescaling Symmetry Flow of the Kadomtsev--Petviashvili Hierarchy

We present a new symmetry flow of the Kadomtsev-Petviashvili (KP) hierarchy, which origins from the rescaling of whole “multi-time“ valuables. This flow describes the deformation of solutions of the KP hierarchy with respect to a noncommutative parameter. It is shown that the introduced rescaling symmetry flow does not commute with the ordinary evolution flows of the KP hierarchy, but commutes with the evolution flows with respect to slow-variables.     

Remarks on Exactly Solvable Noncommutative Quantum Field

We study exactly the solvable noncommutative scalar quantum field models of （2n） or （2n ＋ 1） dimensions. By writing out an equivalent action of the noncommutative field, it is shown that the special condition B. 0 = 4-1 in field theoretic context means the full restoration of the maximal U（∞） gauge symmetries broken due to kinetic term. It is further shown that the model can be obtained by dimensional reduction of a 2n-dimensional exactly solvable noncommutative φ4 quantum field model closely related to the 1＋1-dimensional Moyal/matrix-valued nonlinear Schr6dinger （MNLS） equation. The corresponding quantum fundamental commutation relation of the MNLS model is also given explicitly.     

Modified Woods-Saxon Potential for Heavy-Ion Fusion Reaction

A modified Woods-Saxon （MWS） potential is proposed for describing nucleus-nucleus interaction based on the Skyrme energy-density functional approach. Fusion barriers for a large number of fusion reactions from light to heavy systems can be described well with this potential. The suitable incident energies for fusion reactions leading to superheavy nuclei are also explored. It seems to us that the MWS potential is useful for selecting the suitable incident energies for fusion reactions for producing super-heavy nuclei.     

A BOUNDARY-ELEMENT METHOD FOR NONLINEAR SLAMMING

The nonlinear condition of water-surface is considered，and by virtue of the boundary element method，the slamming problem is treated as an impact／contact model，where the impactor and water are regarded as a coupling system．The gradually iterative method is used to make that water-surface satisfies the nonlinear condition untill it achives a steady value．For solving of the slamming force，the gradually iterative approach connected with the free water-surface is used to calculate the steady value．Two-dimensional rigid cylinder slamming problems are analysed numerically．The results show the reliability and effectiveness for solving the fluid-structure impact problems with serious nonlinearities．     

二维莫尔超晶格中的非线性霍尔效应

1879年发现的霍尔效应是凝聚态物理学中最古老也是最重要的领域之一.最近发现的非线性霍尔效应是霍尔效应家族的新成员.与大部分需要打破时间反演对称的霍尔效应不同,非线性霍尔效应存在于少数空间反演破缺但仍具有时间反演对称的系统中,并且因其高频特性和不需额外施加磁场而在诸多领域具有令人期待的应用前景.然而,除空间反演破缺以外,非线性霍尔效应对材料对称性的要求十分苛刻,只在极少数材料中观测到了由贝里曲率偶极矩产生的非线性霍尔效应.近年来快速发展的范德瓦耳斯堆叠技术为剪裁和调控晶体的对称性,制备具有特殊物理性质的人工二维莫尔晶体提供了一个崭新的途径.本文主要围绕二维莫尔超晶格结构在实现非线性霍尔效应方面的特性,介绍了近年来理论和实验上石墨烯超晶格以及过渡金属硫族化合物超晶格中非线性霍尔效应的研究进展,并展望了未来基于二维莫尔超晶格材料的非线性霍尔效应的研究方向和应用前景.     

猪瘟病毒E2基因pGEME2重组质粒仍具有α互补作用

在利用pGEM-T载体克隆猪瘟病毒石门株E2 基因中发现,E2 基因以与lacZ相同方向插入时,重组质粒仍具有α互补作用,呈典型的蓝色菌落,而以与lacZ基因相反方向插入时,重组质粒无α互补作用,呈白色菌落. 经E2 蛋白检测、序列分析、重组质粒缺失和插入等研究,结果表明pGEME2 的α互补作用产生机制不同于目前人们已知的机制. 它由外源E2 基因内部起始合成新的α肽,从而赋于其α互补作用. 此结果表明利用α互补作用并不能筛选到全部克隆.     

High packing density laser diode stack arrays using Al-free active region laser bars with a broad waveguide and discrete copper microchannel-cooled heatsinks

A high packing density laser diode stack array is developed utilizing Al-free active region laser bars with a broad waveguide and discrete copper microchannel-cooled heatsinks. The microchannel cooling technology leads to a 10-bar laser diode stack array having the thermal resistance of 0.199 ℃/W, and enables the device to be operated under continuous-wave （CW） condition at an output power of 1200 W. The thickness of the discrete copper heatsink is only 1.5 mm, which results in a high packing density and a small bar pitch of 1.8 mm.     

等能谷间杂质散射对无序层状系统电导率的影响

本文研究了等能谷间杂质散射对无序层状系统电导率的影响,求得了依赖于平面间耦合t的系统的有效维数的电导率修正。并且发现在计及等能谷间杂质散射时,电导率修正比只考虑谷内杂质散射时小一半,我们研究了层伏系统从二维过渡到三维的跨越维数效应,发现跨越行为依赖于谷间散射时间τ′,当t<1/τ(τ₀/τ′)^1/2时,系统具有二维行为,反之系统具有三维特征。 关键词：