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In the analysis of J/ψ→γωω and J/ψ→γρρchannels we adopt the patial wave analysis of helicity corariant amplitude method for the first time, while in the analysis of J/ψ→γηππchannel the mature PWA of covariant tensor amplitude method is used.

我们在J/ψ→γωω和J/ψ→γρρ道首次利用了螺旋态振幅分波分析的方法,在J/ψ→γηππ道的分析中使用的是协变张量振幅分波法。

In the general case, we must remain satisfied with a partial " covariant conservation" of the stress-energy tensor.

一般情况下,对於应力─能量张量只是部分的"协变守恒",我们必须感到心满意足。

By the binding of two colloidal particles in Brownian Dynamics Simulation binding, colloidal particles, Brownian dynamics simulation, the two particles, diffusion tensor, hydrodynamics, methods, low Reynolds number, aqueous solution, distance, colloidal suspensions, since correlation function, cross correlation function,...

受束缚的两个胶体粒子的布朗动力学模拟束缚,胶体粒子,布朗动力学模拟,两个粒子,扩散张量,流体力学,方法,低雷诺数,水溶液,距离,胶体悬浮系统,自相关函数,互相关函数,。。。

They described a method to estimate the tensor of curvature of a surface at the vertices of a triangular mesh.

他们描述了一种在三角网格上任意点估计曲率张量的方法。

Principal curvatures and principal directions are obtained by computing in closed form the eigenvalues and eigenvectors of certain 3×3 symmetric matrices defined by integral formulas, and closely related to the matrix representation of the tensor of curvature.

通过计算3×3对称矩阵的特征值和特征向量可以得出主曲率和主方向,而该对称矩阵是由积分公式定义并且与曲率张量的矩阵表达密切相关。

In this paper, a "rigid bar relative movement model" was established to illustrate the traces of the helices in wire ropes. The angular speed of a moving particle of the model was relatives to curvature tensor to derive the curvature components and torsion of helices in multi-layer wire ropes. According to long and thin rod theory of Love and Yen-Chen's theoretical model considered the contact force and frictional force, the force-deformation or force-strain relative of wire in curved wire ropes subjected axial force is derived from the curvature components and curvature increment.

本研究改以刚杆相对运动模型,直接描述钢索中钢绞线轨迹,并且透过角速度类比曲率张量之概念,推导圆弧型多层钢索内部之钢铰线之曲率分量与扭率;之后再依据Love的细长杆理论,辅以Yen-Chen在考虑接触力及摩擦力下所修正之理论模型,以曲率及曲率增量来探讨圆弧型钢索受静态荷重作用下,钢绞线之受力与变形或应变关系。

A numerical method, where the pressure is used as a primary dependent variable, is presented for the solution of the two-dimensional steady Navier-Stokes equation in general curvilinear coordinates. SIMPLE (Semi-Implicit Method for Pressure Linked Equations) is mainly adopted.

本文首先详细推导了二维任意曲线坐标系下张量形式的流动控制方程及其和压力修正方程的离散形式,应用求解压力速度耦合的SIMPLE算法,以压力为主要求解变量对Navier-Stokes方程进行数值求解。

In chapter 5, the decomposition and reconstruction of a two dimensional signal are investigated .

在第5章中,首先研究了二维信号的小波分解与重构,给出了适用的二维张量积小波的分解与重构公式。

One can obtain the demagnetization factors with any accuracy of equilateral triangular prisms by numerically integrate this expression.

根据这一张量表达式,可以得到任意精度的退磁因子,把这一结果应用在微磁学的网格划分当中,可以提高对复杂边界的处理能力。

Concretely speaking, using the irreducible tensor theory, we deuced the formulism for fine-structure energies of boron-like atoms in the ground and first excited states, which involves spin-orbit, spin-spin and spin-other-orbit interactions; completing all the angular integrations and spin summations needed, we make the final expression for fine-structure energies of boron-like atoms in the ground and first excited states in a combination of radial integrations. Afterwards, employing the wave functions we got in Chapter Three, we accomplished all the radial integrations and so obtained the fine-structure energies.

具体地说,利用不可约张量理论导出了类硼离子基态以及第一激发态的精细结构的表达式,给出了自旋-轨道、自旋-自旋、自旋-其它轨道相互作用等所涉及的所有角向积分和自旋求和的解析计算方法,完成了角向积分、自旋求和的计算,使类硼离子基态以及第一激发态精细结构能级最终可以表示为径向积分之和;在此基础上利用以前所得到的非相对论性波函数,进一步完成了所有径向积分的计算,从而得到了对应能级的精细结构的理论计算值。

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