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向量代数
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  vector algebra
     The application of vector algebra to coordinate transformation of double and threefold integral
     向量代数在重积分的坐标变换中的应用
短句来源
     Kinematics model of a point on driven lever of spatial CCS mechanism was established mathematically by vector algebra and matrix operations.
     以向量代数及回转变换矩阵为工具,建立了CCS空间机构从动构件上一点的运动学数学模型。
短句来源
     Equivalence Between Defining Outer Product By Coordinate and Defining Outer product by vector——two Kinds of new system for vector algebra section of analytic geometry
     外积的坐标法定义与向量法定义的等价性——解析几何向量代数部份新体系之二
短句来源
     First,trace model about a voluntary point on link bar of spatial RRSS mechanism was established mathematically by vector algebra and matrix operations.
     以向量代数及回转变换矩阵为工具,建立了RRSS空间机构任意连杆轨迹曲线数学模型。
短句来源
     In this article, it will be indicated that vector product and mixed product from vector algebra are applied to the method of differential element about double or threefold integral, deducing the Jacobi formula of double or treefold integral, so as to make it more convenient to deduce the computing formula of the integral transformation.
     本文把向量代数中的向量积和混合积应用到重积分坐标变换的微元法中去,进而推导出重积分变量代换的Jacobi方法,使重积分的坐标变换计算公式的证明更加简便。
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  “向量代数”译为未确定词的双语例句
     The Application of Vectorial Algebra in Comuter Computation of Geometric Problems
     向量代数在计算机求解几何问题中的应用
短句来源
     Eight-Vecter Algebra and It's Application in Electrodynamics
     八元向量代数及其在电动力学中的应用
短句来源
     Firstly, the math theory used in the engine was described. For example, Matrix Transform, 3D Vector, Quaternion, secondly, introduced the development of Graphics Card and Programming API nowadays and their evolutions.
     先介绍图形算法中常用的数学理论基础:矩阵变换,三维向量代数,四元数基础,随后介绍了图形硬件和图形应用编程接口的发展,并从应用角度分析了图形软硬件的发展趋势。
短句来源
     The instantaneous kinematics for the spatial mechanisms considered in parts ( Ⅰ ) and (Ⅱ) are here established via the methods of vector decomposition and vector equations.
     用简单的向量代数方法对第Ⅰ部份和第Ⅱ部份所讨论的空间机构进行瞬时运动学分析.
短句来源
     The eight-vecter algebra is found in the paper,as a kind of square ma- trix algebra and as more complete operation system containing the complex number vecter algebra and quaternion numbers.
     本文建立了八元向量代数,它既是一种方阵代数,又作为一个更加完备的运算系统而包含了复数、矢量和四元数.
短句来源
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  相似匹配句对
     Vector's Linear Correlation in the Sense of Minimal Algebra
     极小代数意义下向量线性相关性
短句来源
     The Algebra of Finite and Infinitesimal Vector Rotation
     向量回转及向量微回转代数(英文)
短句来源
     From Arithmetic to Algebra
     从算术到代数
短句来源
     ON BEI-ALGEBRAS
     BEI—代数
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     INTELLIGENT VECTOR
     智能向量
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  vector algebra
Electromagnetists use primarily vector algebra developed by Gibbs and Heaviside.
      
For this purpose, traditional methods of vector algebra and multi-dimensional space were used.
      
The instantaneous kinematics for the spatial mechanisms considered in Parts 1 and 2 are established via straightforward vector algebra.
      
On the basis of digital filter designing and vector algebra, the absorbing boundary condition under arbitrary angle of incidence are derived.
      
Recursive algorithms for calibration and localisation based on vector algebra are described, and computer graphics are then used for displaying the localised movements.
      
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The instantaneous kinematics for the spatial mechanisms considered in parts ( Ⅰ ) and (Ⅱ) are here established via the methods of vector decomposition and vector equations.

用简单的向量代数方法对第Ⅰ部份和第Ⅱ部份所讨论的空间机构进行瞬时运动学分析.

In this paper,the methods of eliminating the unknown elements in analyzinf the single close-loop and one degree freedom spatial mecha- nisms with rotating transformation tensors have been presented.These methods are simple,clear and effective,specially,certain methods which eliminate elements by taking the advantage of the properties of rotating tranformation tensor are simpler than other methods that are used now in the domestic and foreign countries.These methods had been developed recently to reduce the triviality...

In this paper,the methods of eliminating the unknown elements in analyzinf the single close-loop and one degree freedom spatial mecha- nisms with rotating transformation tensors have been presented.These methods are simple,clear and effective,specially,certain methods which eliminate elements by taking the advantage of the properties of rotating tranformation tensor are simpler than other methods that are used now in the domestic and foreign countries.These methods had been developed recently to reduce the triviality in analyzing the spatial mechanisms.In this paper,a table of unit vectors is presented to facilitate the reference.To combine the calculating methods of the rotating transformation tensor and of vector algebra is the main character of this paper.

本文提出用回转变换张量法进行空间单闭链单自由度机构运动分析的消元方法。这些方法简单明了、行之有效,特别是其中义些运用回转变换张量本身所具有性质进行消元的方法,与国内外现行其他方法相比较是最为简单的。这些方法在解决空间机构运动分析的繁琐性方面有所创新。文中提出空间机构单位向最表,可供使用时查阅,并通过单位向量表把回转变换张量和向量代数的运算方法结合起来,这是本文的主要特点。

The eight-vecter algebra is found in the paper,as a kind of square ma- trix algebra and as more complete operation system containing the complex number vecter algebra and quaternion numbers. With eight-vecter algebra,we can very conveniently deduce the symmetry trans- formation of Maxwell Equations and prolongate it into a more complete and more sym- metrical a theorem of electromagnetic field structure,thereby laying a theoretical founda- tion for further improvement on the classical electrodynamics.

本文建立了八元向量代数,它既是一种方阵代数,又作为一个更加完备的运算系统而包含了复数、矢量和四元数.应用八元向量代数,可以十分方便地导出 Maxwell 方程组的对称变换,并将其拓展成为一个更加完整而对称的电磁场结构定律,从而构成进一步发展经典电动力学的理论基础.

 
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