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compatible condition     
相关语句
  相容性条件
     A Compatible Condition for GC1 Bezier Surfaces Matching in Bi-directions
     Bezier曲面双向GC1连接的相容性条件
短句来源
     This thesis concerned about the comparability among these segments which a pattern can be constructed from, and then proposed the Signal Compatible Condition.
     本文通过研究能恢复出模式的序列片断之间的相似性关系,提出了能恢复出模式的序列片断与该模式之间应当满足的信号相容性条件(Signal compatible condition)。
短句来源
     Governing equations of various order sensitivity and a new demonstration of its compatible condition are given,More general case for a repeated eigenvalue of equel derivatives is explored.
     给出各阶灵敏度的支配方程及其相容性条件的新证明,探索了等导重特征的灵敏度的更一般的情况。
短句来源
     In. this paper, under the hypothesis that a nonclecreasing array of multiclimensionally indexed -fields {Fn,n∈ Nr} satisfies compatible condition instead of condition F4 that introduced by Cairoli and Walsh, we prpve an extended Marcirikiewicz -Zygmund-Burkholder inequality for the multidimensionally indexed martingales. As an application we obtain a Brunk-Chung-Prohorov's Strong Law of Large Numbers, and a result of complete convergence for multidimensionally indexed martingales.
     本文在γ-指标σ-域阵{f_n,n∈N~r}满足相容性条件的假定下,证明了γ-指标鞅的Marcin-kiewicz-Zygmund-Burkholder不等式,并用之得出了多指标鞅的Brunk-Chung-Prohorov强大数定律及完全收敛的一些结果。
短句来源
  相容条件
     This paper provides and studies statistically the N versus a curve family which describes the fa-tigue crack growth at weld toes. A probability compatible condition is given, which relates the distri-bution of fatigue life for a given crack size to the distribution of crack size for a given fatigue life andthe random initial condition of the fatigue crack propagation.
     本文提供并用统计方法研究了焊趾疲劳裂纹扩展的N~α曲线族,给出了联系给定裂纹尺寸下的疲劳寿命分布,给定疲劳寿命下的裂纹尺寸分布以及随机初始条件的概率相容条件
短句来源
     It is found compatility and structure are two fastors in fluencing the internal defects of resinformulation, under a given condtion, the compatible condition if the main factor.
     由动态分析过程使人们认识到影响配方内部产生缺欠的因素有相容和结构二大因素,在一定条件下相容条件的影响才是主要的。
短句来源
     Based on linear elastic theory, we established the axisymmetrical buckling equations for cross-ply cylindrical shell, the boundary conditions, the continuous conditions of displacements, the equilibrium conditions of the shearing force and moment, and the compatible condition.
     基于线弹性理论,建立了正交铺设脱层圆柱壳的轴对称屈曲微分方程、边界条件、位移连续条件、弯矩与剪力的平衡条件及相容条件.
短句来源
     The static analysis method for setting up complete static allowable inner force field and linear yield function, and the mechanism analysis method for setting up complete mechanism allowable displacement increment, inter-related flowing law and mechanism compatible condition are described; the linear programming model for evaluating the lower limit of limiting load is set out;
     介绍了静力法构建完备的静力容许内力场和线性屈服函数,以及机构法构建完备的机构容许位移增量场、关联的流动法则及机构相容条件,并列出求拱坝极限荷载下限值的线性规划模型;
短句来源
  相容的条件
     By using the compatible condition of self-mapping pair in metric spaces,the existence of common fixed points for four mappings in complete metric spaces is discussed. Some results about references are generalized and unified.
     利用度量空间中自映象对相容的条件,讨论了完备度量空间中四个映象的公共不动点的存在性,推广和统一了已有文献中的某些结果.
短句来源
     This paper replaces the weakly commutative condition with the compatible condition of self-mapping pair in metric spaces, and discusses the existence of common fixed points of a class contrative mappings that are more widely than mappings of . It's results will improve, unify and develop the relevent results in .
     本文利用度量空间中自映象对相容的条件代替[4]中弱可换条件,讨论了比[1-4]中映象更为广泛的一类压缩型映象的公共不动点的存在性,所得结果改进、统一和发展了[1-4]中的相应结果
短句来源
     By using the compatible condition of self mapping pair in metric spaces,the existence of common fixed point for Φ expansive mappings in complete metric spaces is discussed. Some results about references are generalized and unified.
     利用度量空间中自映象对相容的条件 ,讨论了完备度量空间中Φ扩张映象的公共不动点的存在性 ,推广和统一了已有文献的某些主要结果。
短句来源
  “compatible condition”译为未确定词的双语例句
     3,7,11,…, the problem has unique solution and for p=3,7,11,…, no uniqueness and existence Can be found for the solution, More precisely, only under some compatible condition are satisfied, can the solution of the problem exist.
     文中证明了当p≠P3,7,11,…时,问題的解是存在唯一的; 当p=3,7,11,…时,唯一性破坏了,存在性一般也不成立。
短句来源
     And later the equivalence relationship between energy compatible condition and orthogonal condition in CH(O-l) is proved.
     在二维情况下,CH(0-1)元的成功揭示了能量协调条件是提高单元性能的关键,而且二维情况下,能量协调条件与正交条件是完全等价的。
短句来源
     CONFORMING TRIANGULAR MEMBRANE ELEMENT WITH VERTEX ROTATIONAL FREEDOM FROM GENERALIZED COMPATIBLE CONDITION
     采用广义协调条件构造具有旋转自由度的三角形膜元
短句来源
     To obey the rule of accuracy enhancement of combined hybrid method, stress modes which fit the completely energy compatible condition with bubble function are developed. Thus 5 new quadrilateral elements based on combined hybrid principle are obtained: CHDB1, CHD1, CHDB2, CHD2, CHD01.Compared with elements based on modified principle and interpolate rotation degrees of freedom independently, the five new elements use less variable and simpler in calculation.
     根据组合杂交方法精度增强的要求,推导出与bubble函数完全能量协调的应力模式,从而得到五种基于组合杂交变分原理的新型四边形单元:CHDB1、CHD1、CHDB2、CHD2和CHD01单元。 和基于修正变分原理、独立插值转角自由度的其它有限元格式相比较,由于引入的场变量少,本文构造的系列单元计算相对简单。
短句来源
     By dividing a beam into two parts with a longitudinal plane, resolving the internal forces on the cross section of the beam to the cross sections of the parts and obtaining the actions for the parts on the longitudinal plane, and using the conditions of equilibrium of each part and the compatible condition of deforms in the longitudinal faces, equations are established for the problem, then an expression is derived for calculating the internal normal force per unit length in the longitudinal planes of a beam.
     用纵截面把梁分成两部分 ,将梁横截面的内力分解到这两部分的横截面上 ,同时在纵截面上也得到对两部分的作用力 ,利用两部分的平衡条件和纵截面上的变形协调条件建立求解方程 ,推导出梁纵截面单位长度法向内力的计算公式 .
短句来源
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  compatible condition
The incompatible condition produced stronger activation in the bilateral superior parietal lobule, inferior parietal lobule, and bilateral superior frontal gyrus than the compatible condition.
      
The subjects were instructed to respond to stimuli presented to the right or left visual field with either the ipsilateral (compatible condition) or the contralateral hand (incompatible condition).
      
The displacement compatible condition reduces to Saint-Venant's condition when strain and rotation are infinitesimal.
      


In this paper we point out that if the connection between two evolutionequations is furnished by the Miura transformation,then the potentials of the twocorresponding first order eigenvalue problems are connected by the same Miuratransformation.Using the higher order compatible condition (?)_(txx)=(?)_(xxt),wededuce a“modified structure equation of Lie group”;from which we canderive the connection of two classes of nonlinear evolution equations naturally.Finally,these results can be extended to the matric...

In this paper we point out that if the connection between two evolutionequations is furnished by the Miura transformation,then the potentials of the twocorresponding first order eigenvalue problems are connected by the same Miuratransformation.Using the higher order compatible condition (?)_(txx)=(?)_(xxt),wededuce a“modified structure equation of Lie group”;from which we canderive the connection of two classes of nonlinear evolution equations naturally.Finally,these results can be extended to the matric case.

本文指出了Miura 变换不仅存在于非线性发展方程中,而且存在于与之相应的特征值问题的位势之间.然后利用高阶的协调关系(?)引出“变形的李群结构方程”,并由此出发,比较自然地得到了两类非线性发展方程之间的关系,最后把这些结果推广到了矩阵的情形.

The vanishing of Riemann-Christoffel tensor is usually adopted as the compatibility condition of finite deformation. However, we prove in this paper by the method of Cesaro that this condition is necessary but not sufficient for the guarantee of single-valued, continuous displacement field. A new general compatibility condition,based on theorem of strain-rotation decomposition (Chen [4]) is derived The displacement compatible condition reduces to Saint-Venant s condition when strain and rotation...

The vanishing of Riemann-Christoffel tensor is usually adopted as the compatibility condition of finite deformation. However, we prove in this paper by the method of Cesaro that this condition is necessary but not sufficient for the guarantee of single-valued, continuous displacement field. A new general compatibility condition,based on theorem of strain-rotation decomposition (Chen [4]) is derived The displacement compatible condition reduces to Saint-Venant s condition when strain and rotation are infinitesimal.

有限变形的协凋条件在文献中常以Riemann-Christoffel张量等于零表达.水文应用Cesaro方法和作者的非线性应变-转动张量分解定理证明上述条件仅是必要的,尚不充分保证位移场的单值性与连续;文中导出新的一般有限变形的位移协调条件.当应变与转动微小时,它化为Saint-Venant方程。

This paper deals with the discrete phenomena in the generalized mixed problem in the non-principal typical equation u_(xx)-X~2U_(tt)+pu_t=0. It has been proved that if p(?)3,7,11,…, the problem has unique solution and for p=3,7,11,…, no uniqueness and existence Can be found for the solution, More precisely, only under some compatible condition are satisfied, can the solution of the problem exist.

本文对非主型方程L_(pu)=u_(xx)-x~2u_(tt)+pu_t=0的广义混合问题的离散现象进行了讨论。文中证明了当p≠P3,7,11,…时,问題的解是存在唯一的;当p=3,7,11,…时,唯一性破坏了,存在性一般也不成立。或者更确切地说,只有在适当的相容条件下,问題的解才是存在的。

 
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