inertia tensor

基本解釋

In tensor algebra the vector appears as a speical case of a more general concept, which includes stress and inertia tensors.
在張量代數(shù)中，矢量是做為更普遍的概念的一種特殊情況出現(xiàn)的，這種更普遍的概念包括應(yīng)力張量和應(yīng)變張量。
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The discussion has served to emphasize the important role the inertia tensor plays in the discussion of the motion of rigid bodies.
討論強調(diào)了慣性張量在論述剛體運動時所起的重要作用。
In the present paper, we derive the inertia tensor, expressed in a dyadic form, from the traditional definition of the moment of inertia in physics.
本文從物理學(xué)中轉(zhuǎn)動慣量的傳統(tǒng)定義出發(fā)，導(dǎo)出以并矢形式表示的慣量張量。