A New Class of （2＋1）-Dimensional Localized Coherent Structures with CompletelyElastic and Non-elastic Interactive Properties

From the variable separation solution and by selecting appropriate functions, a new class of localized coherent structures consisting of solitons in various types are found in the (2 1)-dimensional long-wave-short-wave resonance interaction equation. The completely elastic and non-elastic interactive behavior between the dromion and compacton, dromion and peakon, as well as between peakon and compacton are investigated. The novel features exhibited by these new structures are revealed for the first time.     

Form Invariance and Conserved Quantity for Non-holonomic Systems with Variable Mass and Unilateral Constraints

The paper studies the form invariance and a type of non-Noether conserved quantity called Mei conserved quantity for non-holonomic systems with variable mass and unilateral constraints.Acoording to the invariance of the form of differential equations of motion under infinitesimal transformations,this paper gives the definition and criterion of the form invariance for non-holonomic systems with variable mass and unilateral constraints.The condition under which a form invariance can lead to Mei conservation quantity and the form of the conservation quantity are deduced.An example is given to illustrate the application of the results.     

Unified Symmetry of Nonholonomic System of Non-Chetaev's Type in Event Space

The unified symmetry of a nonholonomic system of non-Chetaev's type in event space under infinitesimal transformations of group is studied.Firstly,the differential equations of motion of the system are given.Secondly,the definition and the criterion of the unified symmetry for the system are obtained.Thirdly,a new conserved quantity,besides the Noether conserved quantity and the Hojman conserved quantity,is deduced from the unified symmetry of a nonholonomic system of non-Chetaev's type.Finally,an example is given to illustrate the application of the result.     

Bi-directional Secure Communication Based on Discrete Chaotic Synchronization

Discrete chaotic systems are used for bi-directional secure communication. Both sides of communication keep sending signals to achieve their synchronization, and then recover the messages. However, the third side without keys cannot get useful information. Known-plaintext attack is also engaged to analyze this method, and the simulation results show that the proposed method can reach high security performance.     

西部大开发'2000中国西部地区声学学术会议

西部大开发'2000中国西部地区声学学术会议 征文通知 为以实际行动响应和贯彻国家西部大开发的伟大战略决策,四川省声学学会、浙江省声学学会和西安声学会商定,联合发起将于今年九月底或十月初(具体时间待定)在我国"卫星城"—西昌举办"西部大开发'2000中国西部地区声学学术会议"。为促进和支持西部地区声学科技的发展,会议征文面向全国,欢迎全国各地广大声学科技工作者踊跃、积极投稿。会议将出版精美论文集。现将征文具体要求通知如下： 1． 征文范围 (1) 物理声学： (2) 水声学：水声物理、水声工程及信号处理、水声换能器件及系统; (3) 环境与检测声学：环境噪声与建筑声学、噪声测量、分析与控制; (4) 超声学：检测超声、医学超声、光声、超声电子学、功率超声及应用等; (5) 语音、听觉与音乐声学：语音信号分析、识别、合成与处理、语音编码、通信及评测、听觉模型、多媒体技术等; (6) 声频工程： (7) 声学新产品、新概念及结构、工艺; (8) 声学科技论坛(主题：声学科技在西部大开发中的作用和意义)。 2． 交稿日期 (1) 摘要递交时间 5月30日前,请投稿者递交500以内、字迹清晰的论文摘要。手写和打印不限; (2) 录用通知时间 6月30日前将录用通知发到作者手中; 交稿时间和要求 8月10日前递交原则上不超过5000-6000字的论文全文及office 97下的word软盘。文稿要求按如下： a. 文字简洁、数据准确、图表清晰,文责自负．录用与否一律不退稿; b. 激光打印文稿 A4纸210297mm,版芯尺寸为150220mm,不许超出版芯,非激光打印稿一般不予录用; c. 论文题目用3号黑体,作者姓名用4号楷体,单位用5号楷体,内容摘要和关键饲、标题用5号黑体,正文为5号宋体．0.1*1mm建议作者注明论文所属上述专题范围。 3．联系人和地址 (1)成都810信箱四川省声学学会办公室 刘丽 邮编：610041 电话：(028)5193030-2253; 传呼：(028)95900-103120. (2)富阳401信箱 浙江声学学会办公室 王竹湘 邮编：311400 电话：0571-33320830. (3)陕西师范大学 西安声学学会 王志刚 邮编：710000 电话：029-53081400.1 四川省声学学会秘书处 浙江省声学学会秘书处 西安省声学学会秘书处     

ACTA PHOTONICA SINICA

本文采用有效折射率方法对Ti扩散Er     

胶体与界面化学教育部重点实验室

教育部胶体与界面化学开放实验室建立于1993年,1996年正式向国内外开放,1999年被第一批认定为教育部重点实验室。现有固定研究人员21人,技术人员2人,管理人员1人,博士与硕士研究生29人。设博士后流动站,并可接受国内外访问学者来室研究。实验室设有界面化学与有序分子膜、分散体系与超细材料以及表面活性剂与缔合结构三个研究方向,尤其以功能性复合LB膜的设计、组装及其性能研究,表面活性剂胶束、微乳液、溶致液晶等有序分子组合体研究,以及正电溶胶及其超细粉体制备技术等应用基础研究为主要特色。该实验室特别重视与国民经济中的技术研究…