1) simple tensor techniques
张量法
1.
By simple tensor techniques, a large amount of simultaneous equations are solved successfully.
采用张量法,成功解决了大规模方程组的求解问题。
2) tensor method
张量方法
1.
According to the general expression of the orbital angular momentum density of light under paraxial condition,the orbital angular momentum density of elliptical Hermite Gaussian beams is theoretically analyzed by using tensor method.
在简述傍轴条件下光束轨道角动量密度一般计算的基础上,运用张量方法,对椭圆厄密高斯光束的轨道角动量密度进行了理论分析,得到了计算该种光束的轨道角动量密度分布的公式,并在不同参数条件下通过数值模拟给出了直观的密度分布结果。
2.
This paper summarizes using tensor methods to solve nonlinear least squarequestion minf(x)and it s central to discuss the singlar question,proposes to use least square tensor method solving nonlinear least square singlarquestion,and discusses the existence of the solution in the tensor algorithm.
本文利用张量方法求解非线性最小二乘问题。
3) tensor algorithm
张量算法
1.
This paper summarizes using tensor methods to solve nonlinear least squarequestion minf(x)and it s central to discuss the singlar question,proposes to use least square tensor method solving nonlinear least square singlarquestion,and discusses the existence of the solution in the tensor algorithm.
主要讨论其奇异问题的算法，提出求解非线性最小二乘问题一种张量算法，并讨论了张量算法中解的存在性。
4) tensor multiplication
张量乘法
5) the method of rotational inertia tensor
惯量张量法
1.
The rotational inertias about generator of common uniform revolutional rigid bodies(circular cone and frustum of cone)are simply calculated by using the method of rotational inertia tensor and the parallel axis theorem,and the rotational inertia of cylinder is given as a special example.
运用惯量张量法及平行轴定理,较方便地计算常见均质旋转体(圆锥、圆台)对母线的转动惯量,而均质圆柱对母线的转动惯量可以作为一特例给出。
6) tensor analysis method
张量分析法
1.
The equations in terrain following coordinate system with hydrostatic hypothesis deduced by using a general method are compared with the equations deduced by using tensor analysis method.
通过比较常用地形σ坐标的流体静力中尺度大气控制方程的一般导出与利用张量分析法的导出，分析了前者只限用于很小地形坡度的原因。
补充资料：寄张谔招张安国金陵法曹
【诗文】：
我老愿为臧丈人，君今少壮岂长贫。
好须自致青冥上，可且相从寂寞滨。
深谷黄鹂娇引子，曲碕翠碧巧藏身。
寻幽触静还成兴，何必区区九陌尘。
【注释】：
【出处】：
我老愿为臧丈人，君今少壮岂长贫。
好须自致青冥上，可且相从寂寞滨。
深谷黄鹂娇引子，曲碕翠碧巧藏身。
寻幽触静还成兴，何必区区九陌尘。
【注释】：
【出处】：
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条