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可分张量,decomposable tensor
2023-04-24 22:12词典 人已围观
1)decomposable tensor
可分张量
2)decompoable symmetrized tensors
可分对称张量
1.
It is shown that symmetry classes of tensors associated with groups U_(6m)and F_(p(p-1))do not have orthogonal basis consisting of decompoable symmetrized tensors,where m is a positive integer and p(≠2)is a prime number.
对两类群 U_(6m)和 F_(p(p-1))证明了张量对称类不存在由可分对称张量组成的正交基,其中 m 是正整数,p是一个不等于2的有理素数。
3)separable extension
可分扩张
4)component of a tensor
张量分量
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5)Irreducible tensor
不可约张量
1.
Based on the tensor expression of the fine-structure Hamiltonian for two-electron atoms and the non-relativistic energy structure theory for atoms with two valence electrons,and with the help of irreducible tensor theory,analytical expressions of the fine structure for n1sn2p configuration of Helium-like atoms have been derived.
以双电子原子精细结构哈密顿的球张量形式和二价原子的非相对论性能级结构理论为基础,借助不可约张量理论,导出了氦原子(n1sn2p)组态精细结构能级的解析表达式,在这一过程中,完成了所有的角向积分和自旋求和计算,其结果用若干个径向矩阵元形式来表示。
2.
In the present paper,theoretical expressions of the fine structure parameter has been derived with the help of irreducible tensors.
本文借助不可约张量理论,导出了通常由光谱实验数据确定的氦原子sp组态自旋-轨道相互作用精细结构参数A的理论计算式,在推导过程中完成所有角向积分和自旋求和计算。
3.
The orbital integrations and the summations over spin are completed with the help of irreducible tensors.
借助不可约张量理论,导出了氦原子23P态自旋-其他轨道相互作用能的理论计算式,在推导过程中完成了所有角向积分和自旋求和计算。
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6)tensor analysis
张量分析
1.
On the function and significance of dual bases in tensor analysis;
对偶基矢量组在张量分析中的作用与意义
2.
Basic role of Linear Algebra in Tensor Analysis;
线性代数在张量分析中的基础作用
3.
Under the modified bipolar coordinate system with applying the tensor analysis,the general Reynolds equations are derived for bearing lubrication viscous flow between two nonconcentric rotating cylinders.
运用张量分析方法及修正双极坐标系,建立了轴承润滑流动所应满足的广义Reynolds方程。
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补充资料:对称张量
对称张量
symmetric tensor
对称张量同叨n犯tricta贬刃r;CH网e印叭ecKN盛“巴oP】,关于一对指标的 在互易这对指标时不变的张量.一个对称张量关于这对指标交错(a】tenlatI0n)的结果为零.一个张量关于一组指标是对称的(s”刀n弋tric wit】1 resPeCt toaset ofindices),如果它关于该组中任意两个指标是对称的.A.B.物aHoB撰[补注]见对称化(张量的)(s丫旧1lletri巫tion(of ten-s明))
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可分张量,decomposable tensor
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