An infinity of conservation laws of fKdV equation

An infinity of conservation laws of fKdV equation is derived in terms of the Miura and Gardner''s transform.The pseudo-mass and energy theorems are studied by the first two conservation laws.As a typical example,the theoretical mean wave resistance and the regional distribution of energy of the precursor soliton generation are determined by means of the first and the second conservation laws.     

Sediment-activation depth values for gentle and steep beaches

This paper analyzes methods and terminologies used in literature for the determination and characterization of vertical distribution of sediment-activation depth, which is bottom sediment layer affected by hydrodynamic processes. Studies on this topic include assessments carried out during short time spans, from minutes to few hours or longer periods, from a tidal cycle to several days. In the first case, activation is generally named “mixing depth” and is calculated by evaluating vertical distribution of fluorescent tracers. In the second case, it is referred to as “disturbance depth” and is generally evaluated using plugs of marked sand and rods, or rods with a loose-fitting washer. Vertical cross and longshore distribution of mixing and disturbance depth values, recorded in different works with different techniques, were also analyzed highlighting the conceptual differences between used methods and obtained results. In a further step, a data set from literature on this topic was gathered to obtain new formulations between disturbance depth and beach and wave characteristics as well as morphodynamic beach state, expressed throughout the surf scaling parameter and the surf similarity index. Good linear regressions were observed between these variables, obtaining expressions that can be easily used in a wide range of beach states, from dissipative and intermediate to reflective ones.     

Physical universals in problem of precursor soliton generation

Six physical universals and two general relations in the problem of locally forced precursor soliton generation are found thcoretically in terms of the AfKdV equation derived by authors. These six universals and two general relations are examined by experiment and numerical calculation of two-layer flow based on the canonical character of the coefficients of tlie fKdV equations. From comparisons among the theoretical, numerical and experimental results, it is shown that they are in good agreement. There is not any free parameter in this theory, so the theory of the present paper can be used to predict thc wave properties of locally forced precursor soliton generation. Project supported hy Foundation of the State Education Commission for The Dynamics of Upper Ocean and grants of Physical Oceanography Laboratory of Ocean University of Qingdao.     

两层分层流体中初始内孤立波分裂的数值研究

本文导得了1个研究内波分裂的射线型二维KdV方程。利用这一方程的一维退化方程进行了实验室尺度下孤立子型内波分裂的数值研究。数值结果表明,深水区的初始内孤立波和实测的内孤立波(内潮)在通过陆坡区时都会产生分裂,并在陆架上(浅水区)生成一内孤立子波列。这表明在实际海洋条件下,深海区内潮的分裂是陆架上海洋内孤立子波包(或波列)生成的主要机制之一。     

(2+1)维 Korteweg-de Vries 方程的传播孤子及混沌行为

利用一个投射方程和变量分离法,得到了(2+1)维 Korteweg-de Vries (KdV) 方程的新显式精确解.根据得到的孤立波解,构造出 KdV 方程的传播孤子结构. 利用一个新的混沌系统研究了孤子的混沌行为.     

北屯绿洲生态系统耗散特性分析

 利用耗散结构理论,对新疆北屯绿洲生态系统的结构和功能进行了分析。在绿洲发展演化过程中,绿洲与荒漠形成既相互矛盾又协调共生的非线性变幻局势,人为活动已成为绿洲涨落的主要原因。利用能值分析方法探讨了北屯绿洲农业生态系统的能量耗散过程,结果显示:北屯绿洲农业生态系统投入的太阳能值总值为9.70×1019 sej,而输出的太阳能值总值为6.56×1020 sej,输出高于投入,是一个能值输出型的生态系统。需要人为输入能量,引入物质、知识、技术等负熵,增加系统信息量。最后,提出积极引入负熵流的负反馈策略,使人的主观行为与环境质量、生物生产力水平相统一,构建合理的绿洲生态农业结构,达到生物与环境相协调,发挥生物共生互利优势原则,最终实现绿洲生态、环境、经济的可持续发展。     

基于耗散结构系统熵模型的乡村生产空间系统有序性研究

通过分析乡村生产空间系统的耗散结构特征,建立系统熵模型,运用关联熵和运行熵,从系统的主体（多元主体）、客体（地）和环境三要素入手构建指标体系,讨论系统内部结构和运行状态的有序性,并以重庆市合川区龙市镇为研究区予以实证,研究表明：研究区乡村生产空间系统关联熵先增后减,系统内部结构有序性呈现阶段性特征,2008—2011年主要受城市化无序扩张和土地利用方式低效粗放等因素影响,系统内部结构趋于混乱无序,2011—2015年主要因财政支农力度增强、农业投入产出水平提高、生态修复力度加大等因素刺激,系统内部结构逐渐趋于有序化;2008—2015年,乡村生产空间系统运行熵逐年减小,在农业综合开发投入大幅增加引起的生产条件改善、产业结构调整与提档升级等驱动下,呈现出持续有序化的发展态势;围绕乡村生产空间系统的内部结构及运行状态的演化规律,从优化土地利用结构、构建现代农业产业体系、编制和完善相关规划、培育新产业新业态入手,提出相关策略,以促进乡村生产空间系统有序健康发展。     

藉物理耗散技术改进强降水数值模拟的初步研究

利用PSU/NCAR非静力中尺度模式MM5V3,对影响我国北方一次非汛期突发性强降水过程实例,进行了三重嵌套模式区域采用若干不同降水方案(特别是采用显式微物理方案与积云对流参数化方案若干组合)的对比试验,在揭示物理耗散技术正是通过将模式水平扩散方案纠正到符合热力学第二定律的约束而使该中尺度模式的模拟精度和模拟质量获得明显提高的物理实质的同时,从一个侧面证实了数值模式引入第二定律对提高数值天气预报准确率的重要性。     

Possible ion-acoustic soliton formation in the ionospheric perturbations observed on DEMETER before the 2007 Pu’er earthquake

The data of ionospheric perturbations observed on DEMETER before the 2007 Pu’er earthquake are analyzed. The three-component plasma (ions, electrons and heavy ions) is studied in the fluid concept. The linear dispersion relation for ion-acoustic wave is found in the presence of heavy ions. The nonlinear dynamics is studied for arbitrary amplitude of the wave. The Sagdeev potential is calculated, which shows that solitary structure exists for Mach number within a range defined by the presence of heavy ions. ...     

岩土体变形的耗散结构认识

2 0世纪 70年代新三论的崛起 ,即耗散结构、突变理论和协同论以及分形几何学、混沌等理论的问世 ,对传统的科学思维带来了强大的冲击。将耗散结构论应用于岩土体变形研究 ;工程岩土体的变形问题是巨型的复杂系统 ,变形岩土体是一种非平衡态有序结构 ,岩土体的变形是不可逆的过程 ,岩土体系统内部各个子系统之间的作用是非线性的 ,自然界的触发因素 (涨落 )对岩土体的变形影响是显著的。由此建立了岩土体变形耗散结构动力学模型