relative tensor

relative tensor的基本解释

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相对张量

与relative tensor相关的网络例句 [注：此内容来源于网络，仅供参考]

The definitions of the relative derivatives of a tensor with respect to time in any reference frame by using the notation of vectrix were proposed.

提出了用矢阵表示的张量对时间的相对导数的概念。

It was shown that with the help of vectrix one can treat the relative derivatives of a tensor more clearly and more rigorously when multiple reference frames were concerned.

研究表明，通过借助于矢阵概念，在涉及多个坐标系时，张量的相对导数得到了更加清晰和严格地描述。

With the help of the notation of the skew-symmetric tensor, the expression for the 1st order absolute and relative derivatives of a tensor was presented, and the expression for the 2nd order absolute and relative derivatives of a tensor was offered further.

由此，并借助于反对称张量，给出了张量的一阶绝对导数和相对导数之间的关系式，并又进一步给出了张量的二阶绝对导数和相对导数之间的关系。

We developed the theories and methods founded by C.S.Wen at low Knudsen number, gain the relative velocity and relative Brownian diffusivity tensor of the particles, and the pair-distribution equation at high Knudsen number is established.

首先，从C.S.Wen已经建立了的低Knudsen数下连续介质体系中碰并理论一系列方法出发，得出了高Knudsen数下的粒子间的相对重力速度和相对Brown扩散系数，并得到了高Knudsen数条件下的对分布方程。

The FDTD with shift operator formulations are derived based on the relative permeability tensor in magnetized ferrite and Maxwell curl equations of anisotropic media.

从磁化铁氧体的相对磁导系数张量和各向异性情形下Maxwell旋度方程出发，推导出外磁场沿任意方向情形下磁化铁氧体电磁散射的SO-FDTD迭代公式。

与relative tensor相关的网络解释 [注：此内容来源于网络，仅供参考]

relative tensor：相对张量

relative surface 相对曲面 | relative tensor 相对张量 | relative topology 相对拓扑