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finite base相关的网络例句

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The some basic methods in composite mechanics are introduced,and relative formulations are derived.Maximum stress criterion,Maximum strain criterion,Hill criterion and Cai-Wu criterion are showed.The solid model of level-stability-panel is built by CATIA software,its finite element model by PATRAN/NASTRAN software.Through finite element analysis,the stresses and displacements of level-stability-panel are obtained.In order to analyze the strength of asingle part of level-stability-panel,the software CLOP is developed.The process of taking the data from NASTRAN's results and importing them to CLOP is showed.The strength of back wall of lev el-stability-panel is calculated by CLOP.

论文叙述了复合材料力学分析的基本方法,并推导了相应的计算公式,给出了几种常用的强度准则;利用CATIA软件对某型直升机的平尾进行实体建模,然后在PATRAN/NASTRAN软件中读入该模型,形成了有限元分析模型,并进行有限元分析,获得了平尾的应力云图和位移云图;为了对平尾的局部复合材料结构进行强度分析,开发了CLOP程序;从平尾结构中取出后樯作为强度分析的对象,表示了从NASTRAN分析的结果到CLOP程序输入的方法,计算出了后樯的强度数据。

In addition,under some growth conditions on the nonlinear functions involved in the system,it is shown that the designed controller can be that the closed-loop system achieve finite gain L2 stabilizability.Accordingly,an estimate of the finite gain is obtained.

另外,针对哈密顿系统中的非线性函数提出进一步的演变条件,利用相同的反馈律使得闭环系统达到有限增益L2镇定,同时获得有限增益的估计值。

In the representation theory of finite-dimensional algebras, combinatorial tools as quivers and their representations provide effective method in computing Hochschild homology and cohomology groups of finite-dimensional algebras.

代数表示论中的组合工具—箭图及其表示的发展和应用,为计算有限维代数的Hochschild同调群与上同调群提供了有效的方法。

In particular, we compute Hochschild homology and cohomology groups of infinitedimensional path algebras and some of their quotient algebras, and we prove that for a general monomial algebra (not necessary finite-dimensional), all Hochschild cohomology groups of positive degrees vanish if and only if its Gabriel quiver is a finite tree.

特别地,我们计算了无限维路代数以及某些商代数的Hochschild同调群和上同调群,而且给出了一般单项代数的各正次Hochschild上同调群为零的充分必要条件,即它的Gabriel箭图是有限树。

By means of the difference discrete variational principle, discrete Legendre transformation and discrete version of the E-L cohomology, for a kind of regular meshes we''ve found there is a kind of symplectic/multisymplectic structures with corresponding symplectic/multisymplectic finite element method/mixed finite element method schemes.

利用差分离散变分原理、离散Legendre变换和EL上同调的离散形式,对于正规网格找到一类有限元和混合有限元的辛或多辛结构,以及相应的辛有限元/混合有限元格式。

Ngai and Wang [9] introduced the notion of finite type and described a scheme for computation of the Hausdorff, Box dimension when the finite type occurs, which, however, forces the ratios to be exponentially commensurable.

Ngai和Wang[9]提出了有限型的定义并给出了当迭代函数系统是有限型时计算系统吸引子Hausdorff,Box维数的方法,但有限型的定义要求相似变换的压缩比必须满足对数值可公度。

Polynomial function ; Finite commutative ring ; Finite commutative local ring; Teichmller representatives; Witt polynomial

基础科学,数学,代数、数论、组合理论多项式函数;有限交换环;有限交换局部环; Teichmller提升; Witt多项式

On the other hand, finite difference and finite element methods use bases with small compact support but poor continuity properties.

小波基函数在空间域和频率域中都具有局部性特征,它的性质优于有限差分法、有限元法和伪谱法中所用的基函数。

The following two open problems in the component theory of complete lattices are studied:(1) In a non distributive complete lattice, is it true that any component of an element with finite width is also finite wide?

:研究了完备格成分理论中两个尚未解决的问题:在非分配的完备格中,有限宽元素的成分也是有限宽的吗?

Through constructing a counterexample it is showed that there is a non distributive complete lattice in which a component of some element with finite width is not finite wide....

通过构造反例证明了在非分配的完备格中,有限宽元素的成分不必是有限宽的;还证明了完备格间的同构映射能保持颗粒表示性质和颗粒性质,通过反例证明了同构映射的条件不能减弱,从而解决了以上两上问题。

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