1)  convected acceleration
牵连加速度
2)  Transport
牵连
1.
The Way to Solve the Acceleration Problem while Transport Motion as Plane Motion;
牵连运动为平面运动的加速度解法
3)  transport motion
牵连运动
1.
A general theorem for dynamics of the relatively motion of aigid body,when transport motion is translational,is derived by the basic equation of dynamics of relative motion of a particle Practical applications of the general theorem are introduced It is shown that the general theorem is meaningful and useful in theory and practic
由质点相对运动动力学基本方程导出了牵连运动为平动时的刚体相对运动动力学普遍定理 ,通过实例介绍了该普遍定理的应用 ,并指出该普遍定理具有一定的理论意义和实用价值。
4)  implicated offender
牵连犯
1.
Put concretely, it is showed on the relations between principles of prohibiting repeatable evaluation and clauses of concurrence, imagination of concurrence, implicated offender and non - punishable behavior.
具体体现为禁止重复评价原则与法条竞合、想象竞合、牵连犯和不可罚的前后行为之间的关系。
2.
Toward the concept of implicated offender schools has a great dispute.
牵连犯概念存在着较大的争议,从一重处断原则在实体法和程序法上更是存在着诸多矛盾之处,导致牵连犯理论陷入进退维谷的困顿境地,甚至给罪数理论制造了一定的混乱。
5)  entanglement-torsion
牵连转矩
6)  carrier motion
牵连运动
1.
Composing theorem of velocity and acceleration under the condition of planar carrier motion;
牵连运动为平面运动时速度与加速度合成定理
2.
For acceleration composition theorem, when the carrier motion is general, to show the mechanical cause of Coriolis′ acceleration, based on the original concept of acceleration, expression a a = lim Δ t→0 Δ v a Δ t and velocity composition theorem v a =v e +v r , acceleration composition theorem is deduced by geometrical method.
为了直观地给出牵连运动为一般运动时加速度合成定理中科氏加速度产生的力学原因 ,从加速度的原始定义出发 ,据表达式aa=limΔt→ 0ΔvaΔt,并利用速度合成定理va =ve+vr,用几何法推导出牵连运动为一般运动时点的加速度合成定理 ,这种证明方法下 ,科式加速度产生的力学原因明确。
3.
The mathematical method is used to prove composition theorem of acceleration of a particle when the carrier motion is rotation.
用数学方法证明牵连运动为转动时点的加速度合成定理。
参考词条
补充资料:牵连
【牵连】
 (术语)十二缘起之异名。(参见:十二缘起)
说明:补充资料仅用于学习参考,请勿用于其它任何用途。