1)tensor[英]['tens?][美]['t?ns?]张量
1.The application of tensor in the study of electromagnetic field;张量在电磁场中的应用研究
2.The static migration to MT data and the impedance tensor static correction method;MT法中静态效应及阻抗张量静态校正法
3.On the concepts and analyses of base tensors and tensor bases;基张量和张量基的概念及其分析
英文短句/例句
1.Tensors of this kind are called antimetric or skew-symmetric.这类张量叫做反对称张量或斜对称张量。
2.maxwell energy stress tensor麦克斯韦能量应力张量
3.plasma pressure tensor等离子体的压力张量
4.rivlin ericksen tensor里夫林 埃里克森张量
5.curvature tensor of an affine connection仿射联络的曲率张量
6.Conservation of Mass. Conservation of Momentum. Stress Tensor.质量守恒,动量守恒,应力张量。
7.Study on the Magneto-Photovoltaic and the Hyper-Raman Tensors of Crystals晶体磁光生伏打张量和超拉曼张量的研究
8.Promotion of a Left Semi-tensor Product-Extensive-tensor Product and Its Property矩阵左半张量积的推广——泛张量积及其性质
9.The quantities baβ are the covariant components of a plane tensor, called the curvature tensor of the surface.baβ是“平面张量”的协变分量,叫做该曲面的曲率张量。
10.brance dicke scalar tensor theory布兰斯迪克标量张量理沦
11.Quantities like stresses are called tensors of rank 2.类似于压力的量称为2阶的张量。
12.The fourth-rank tensors contain the compliance and stiffness constants.四秩张量包含柔量常数和刚度常数。
13.Homological Dimension and Tensor Identity of Representations of Quantum Algebras;量子代数表示的同调维数及张量等式
14.Quantitatively analysis of DTI of the cervical spinal cord正常人颈髓扩散张量成像的定量分析
15.Approach to metric reconstruction based on trifocal tensor一种基于三焦点张量的度量重建方法
16.We derive the relations between physical and tensor components.我们推导物理分量和张量分量之间的关系式。
17.Using the metric tensor ?? one may form compontents of other variances.利用度量张量?夯箍梢怨钩善渌?变异的分量。
18.The Energy-Momentum Pseudo-tensor of the Cylindrical Gravitational Waves and Gravitational Solitons;柱面引力波和引力波孤子的能量动量赝张量
相关短句/例句
tensors张量
1.In studying the physical properties of two-dimensional octagonal quasicrystals, electric susceptiblity, piezoelectric, elastic, photoelastic, Raman and Brilliuin tensors are important.在研究二维八面准晶体的物理性质中,介电、压电、弹性、光弹、拉曼和布里渊张量是很重要的。
2.By making use of the invariance properties of tensors, the disadvantages due to coordinates transformation are totally avoided.采用张量形式,从HellingerReissner变分原理出发,建立一种列式杂交/混合有限单元的有效方法。
3)Dilatation tensor伸张张量
4)tension tensor张力张量
1.In the gravitational gauge theory of Vierbein representation of the local Lorentz group,the tension tensor of gravitational fields are reasonably defined,the general covariant motion equations of gravitational fields are given.在Vierbein表述的局域Lorentz群引力规范理论中,合理地定义了引力场的张力张量,给出了广义协变的引力场的运动方程,讨论了一般对角度规引力波情况以及Bondi引力平面波、引力孤立波各部分之间的互作用等有关问题。
5)tensor[英]['tens?][美]['t?ns?]张量;张量的
6)inertia tensor惯量张量
1.The dyadic of the molecular inertia tensor is given.给出分子惯量张量的并矢式,利用标量场性质得到惯量张量的示性曲面,根据Neumann原理讨论各种点群分子惯量张量示性面的特点,给出分子惯量张量沿不同方向值的分布规律及角动量与角速度共线的方向。
2.By comparing the integrative approach and Dirichlet formula to calculate inertia tensor and electric quadrupole moment,the author not only draw a conclusion that calculating by using Dirichlet formula is easier and convinent,but also worked out the calculating method of inertia tensor and electic quadrupole moment of a kind of inhomogenous ellipsoid.对惯量张量、电四极矩用积分法计算和狄利克莱公式计算作对比,表明用狄利克莱公式[1]计算简洁、方便。
延伸阅读
张量张量tensor向量的推广。在一个坐标系下,由若干个数(称为分量)来表示,而在不同坐标系下的分量之间应满足一定的变换规则,如矩阵、多变量线性形式等。一些物理量如弹性体的应力、应变以及运动物体的能量动量等都需用张量来表示。在微分几何的发展中,C.F.高斯、B.黎曼、E.B.克里斯托费尔等人在19世纪就导入了张量的概念,随后由G.里奇及其学生T.列维齐维塔发展成张量分析,A.爱因斯坦在其广义相对论中广泛地利用了张量。