Existence of solutions for the dynamic equation of ferrimagnets

Ferrimagnet is a kind of basic and important multi-sublattice magnet material. It has attracted more and more attention of physicists and mathematicians. Many results of solitons and numerical computations on this topic have appeared. In this article, the dynamic equation for an isotropic ferrimagnet with two non-equivalent sublattices is studied, existence of weak solutions in multi dimension case is proved through the penalized method, the uniqueness and smoothness of the solution in one dimension case are also obtained by the relation between this equation and hyperbolic equation.     

Shape blending of artistic brushstroke represented by disk B-spline curves

This paper presents an algorithm for automatically generating in-between frames of two artistic brushstrokes. The basic idea of the algorithm is to represent the two key frames of artistic brushstrokes in disk B-spline curves, and then make blending of their geometric intrinsic variables. Given two key frames of artistic brushstrokes, the skeleton curves can be obtained by certain skeleton-based techniques. After disk B-spline representation of the key frames is generated, interpolation of the intrinsic variables of the initial and the target disk B-spline curves is carried out. Examples show that this method can efficiently create in-between frames of artistic brushstrokes.     

Existence of solutions for the dynamic equation of ferrimagnets

Ferrimagnet is a kind of basic and important multi-sublattice magnet material. It has attracted more and more attention of physicists and mathematicians. Many results of solitons and numerical computations on this topic have appeared. In this article, the dynamic equation for an isotropic ferrimagnet with two non-equivalent sublattices is studied, existence of weak solutions in multi dimension case is proved through the penalized method, the uniqueness and smoothness of the solution in one dimension case are also obtained by the relation between this equation and hyperbolic equation.     

中小学教育研究：范式、训练与评价

中小学教育研究的目的是获取新知和改进教育实践方式，可以使用不同的研究范式进行探索，关键在于寻找共性并加以有针对性的训练，同时也要改变对研究成果的评价方式，选择多元化评价的思路。     

中部地区经济发展与人力资源开发关系研究

中部六省是我国重要的工业、农业和能源基地,但近年来"中部塌陷"给宏观经济运行带来隐患。本文结合"中部崛起"战略构想,从区域经济的角度出发,运用新增长模型,分析中部地区经济发展与人力资源的相互关系,并给出中部崛起战略下人力资源开发的对策。     

一种基于H.264的自适应快速模式选择算法

提出了一种基于H.264的快速模式选择算法.该算法首先进行Skip模式的判断.如果Skip模式不适合当前宏块,则继续利用宏块的空间同质性和时间静态性进行其他帧间模式的筛选.然后根据帧间模式选择的结果判断是否继续进行帧内预测.算法设计过程中,充分考虑Quan-tize Parameter对模式选择的影响,从而可以适用于不同码率的环境.实验证明,该算法在高低码率下都能在保证图像质量的同时大幅度提升编码速度.     

产絮凝剂双菌复合发酵体系的研究以及在水处理中的应用

从土壤和活性污泥中筛选到三株絮凝剂产生菌,将其进行双菌混合培养的正交试验,构建出了比单一菌所产絮凝剂絮凝活性更高的复合菌群LH,通过16SrRNA序列分析,初步判定二菌分别为Micrococcus sp.和Paenibacill usvelaei菌.对其性质的初步研究发现,复合菌LH所产絮凝剂MBF-LH为胞外代谢产物,其热稳定性好.LH产絮凝剂的最适碳源、最适培养温度、最适pH值和通气量分别为蔗糖、30℃、pH8和120r/min恒温振荡培养.培养基中添加KCl、CaSO4、K2HPO4能明显提高发酵液絮凝率.絮凝剂MBF-LH处理废水时具有用量少、絮凝率高的特点.     

“儒家三论”与社会主义思想道德建设

儒家思想博大精深,内容丰富多彩,尤其是“儒家三论“,即“人性论“、“修养论“、“人伦论“,是我国传统思想文化的精华,它彰显儒家人格魅力,展示儒家人性光辉,体现儒家应遵循的社会、家庭、伦理、道德秩序,具有积极的精神动力作用。并与社会主义思想道德建设存在一定的一致性,对于社会主义建设与和谐社会构建有着重要的理论意义和现实价值。     

Numerical simulation on the evolution of sediment waves caused by turbidity currents

Interest in the forming mechanism of sediment waves increases recently because of its significance on submarine engineering, sedimentary dynamics and hydrocarbon reservoir prediction in deep water. In this paper, the time-averaged continuity equations and Reynolds-averaged Navier-Stokes equations are applied in the numerical simulation of fluid dynamics. The modeling results are used to illuminate the effects of topography on turbidity current and explore the origin of submarine sediment waves. The research results show that (1) deposition occurs firstly at the lower ramp due to the deceleration of fluid, increase of density, loss of flow capacity and longer duration of flow passage; (2) density increase at the upslope due to the local jam results in velocity decrease and pressure increase; (3) sediment waves begin to be formed and migrated toward upstream in an area far away from the source with in- crease of the turbidity events; (4) deposition becomes more slowly with decrease of grain sizes, but the shape and sequences of these deposits are controlled by topography, not grain size.     

引入ERP沙盘模拟,推动实践教学进程

ERP沙盘演练是一种新型的体验式教学模式,它融真实性、挑战性、趣味性、实用性于一体,具有传统教学方式所无法比拟的优越性。通过开展ERP沙盘模拟,使学生能够把所学知识与实际相结合,让学生亲身了解并掌握物流管理知识和技能;ERP沙盘模拟既是对学生知识掌握情况的检验,同时培养了学生的沟通能力、口头表达能力、团队协作意识,学生的创新能力得以充分体现。文章重点论述了ERP沙盘模拟对物流实践教学的积极作用,同时指出了实施ERP沙盘模拟所需具备的条件,并就其顺利实施提出了建议。