MDA建模的AOP扩展策略及其比较

对于MDA横切于核心业务逻辑的关注点对封装的破坏的问题,本文给出把AOP引入到MDA的扩展策略和主要方法,并对不同的扩展策略进行了比较。     

基于神经网络非线性模型的多级工作点阶跃响应扩展DMC预测控制

利用前馈神经网络建立对象的非线性预测模型,在不同工作点做阶跃响应,建立其局部线性模型,用隶属函数将局部线性模型加权得到全局线性模型,全局线性模型用于滚动优化,非线性模型用于预测系统输出和校正线性模型,实现非线性预测控制,仿真结果表明该方法控制效果良好,可满足实时要求。     

动态可扩展操作系统的研究

动态扩展技术的研究能够解决操作系统设计中许多长期存在并难以解决的问题。这些问题包括：如何在提高应用程序的性能同时保证系统的安全性;如何提高操作系统使用的灵活性;如何包容和管理随着操作系统发展而不断增加的复杂性。文章对当前各种操作系统扩展类型进行详细分类,具体介绍了各种动态扩展技术,评估了不同的扩展技术对操作系统性能和安全性的影响,最后提出了需要研究的内容以及其中的关键问题。     

Isokinetic strength characteristics in wrist flexion and extension

A laboratory experiment was conducted to measure strength characteristics in dynamic (isokinetic) wrist flexion and extension. Twenty four college-age males exerted their maximum torque in both concentric flexion and extension at 60, 120, and 180°/s of angular velocity through a ±60° range of deviation from wrist neutral. Results show that velocity and motion direction significantly effected both peak torque as well as the postural displacement of peak torque. The value of peak torque decreased with an increase in velocity and the wrist angle at peak torque generally moved to a more deviated, flexed posture (from neutral) with increasing velocity as well. Peak torque for all velocity and motion-type conditions tested occurred in a flexed posture relative to neutral. It is anticipated that these results may be of use as biomechanically based considerations in the evaluation and design of upper extremity tasks involving wrist flexion/extension as well as to perhaps give insight into functional characteristics of the wrist. Finally, regression equations were developed to aid in the prediction of peak torque based upon task, individual and/or population parameters.

Relevance to industry

Results from this study should enhance the overall understanding of wrist functioning. Specifically, motion type, velocity of movement and wrist posture are important ergonomic design considerations. These results can also be used to modify existing biomechanical models that do not consider wrist variables.     

Recursive algorithm and accurate computation of dyadic Green’s functions for stratified uniaxial anisotropic media

A recursive algorithm is adopted for the computation of dyadic Green＇s functions in three-dimensional stratified uniaxial anisotropic media with arbitrary number of layers. Three linear equation groups for computing the coefficients of the Sommerfeld integrals are obtained according to the continuity condition of electric and magnetic fields across the interface between different layers, which are in correspondence with the TM wave produced by a vertical unit electric dipole and the TE or TM wave produced by a horizontal unit electric dipole, respectively. All the linear equation groups can be solved via the recursive algorithm. The dyadic Green＇s functions with source point and field point being in any layer can be conveniently obtained by merely changing the position of the elements within the source term of the linear equation groups. The problem of singularities occurring in the Sommerfeld integrals is efficiently solved by deforming the integration path in the complex plane. The expression of the dyadic Green＇s functions provided by this paper is terse in form and is easy to be programmed, and it does not overflow. Theoretical analysis and numerical examples show the accuracy and effectivity of the algorithm.     

子句型缺省逻辑中的分情形推理

引进一种树型方法以研究缺省逻辑中分情形推理下的Roos扩张,深入讨论了Roos扩张的计算,并分析了Roos扩张与Reiter扩张的关系.为计算Roos扩张,引入了从子句集分解最小文字集的算法.方法对于在缺省逻辑中计算Roos扩张以及分析分情形推理的计算复杂性是有用的.     

Gröbner bases with respect to several orderings and multivariable dimension polynomials

Let D=K[X]$D=K\left[X\right]$ be a ring of Ore polynomials over a field K$K$ and let a partition of the set of indeterminates into p$p$ disjoint subsets be fixed. Considering D$D$ as a filtered ring with the natural p$p$-dimensional filtration, we introduce a special type of reduction in a free D$D$-module and develop the corresponding Gröbner basis technique (in particular, we obtain a generalization of the Buchberger Algorithm). Using such a modification of the Gröbner basis method, we prove the existence of a Hilbert-type dimension polynomial in p$p$ variables associated with a finitely generated filtered D$D$-module, give a method of computation and describe invariants of such a polynomial. The results obtained are applied in differential algebra where the classical theorems on differential dimension polynomials are generalized to the case of differential structures with several basic sets of derivation operators.     

基于改进纤维模型的RC剪力墙静力弹塑性分析

为了使纤维模型能够有效模拟剪切效应,提出了一种基于塑性理论和虚拟单元法的改进纤维模型RC剪力墙全过程静力弹塑性分析方法.推导出等效单轴应力和等效单轴应变的计算公式,在纤维层面建立考虑剪切效应的应力和应变关系,将纤维由多轴受力状态等效为单轴受力状态,引入虚拟单元法来解决有限元数值计算过程中遇到的负刚度问题.利用自编程序及ABAQUS软件对一片钢筋混凝土剪力墙进行静力弹塑性分析,结果表明,自编程序计算曲线与试验曲线及ABAQUS软件计算曲线吻合较好,能够反映出剪切效应的影响.改进的分析方法简便有效,便于编程,可用于分析剪切效应明显的钢筋混凝土剪力墙构件.     

制动摩擦材料的摩擦性能评价

目前我国虽已有测定制动摩擦材料的摩擦性能（摩擦因数、摩擦稳定性和磨损率）并定性判断是否合格的方法,但无法在合格的制动摩擦材料中定量比较哪个摩擦材料的摩擦性能更好．为此,建立了3个可用于制动摩擦材料摩擦性能的评价模型和计算方法：灰色相关度分析;模糊综合评价;可拓评价．     

现役框架结构在改扩建工程中的安全性分析

结构安全性是结构可靠性最主要的要求,对现役框架结构及时地做出安全性评定,在安全的前提下延长其使用寿命,具有一定的社会意义和经济效益。结合改扩建工程实际情况,运用理论知识分析了现役框架结构的安全性,利用有限元SAP2000对原有结构和改建结构进行模态分析,通过对影响结构安全性的指标进行对比得出改建后的框架结构比原框架结构的安全性有一定提高。