摇摆运动 meaning in English
flappong
jigging motion
oscillating motion
oscillatingmotion
weaving movement
Examples
- 2 . sritable for revolve aport and swing sport when under heavy weight and slow speed , aswell the ccoasion that not form fluid impetus lubrication because of frequently open and closed in the course of loading
2适用于高载低速下的旋转运动摇摆运动及经常在超负荷下启闭频繁而不易形成流体动力润滑的场合。 - High mechanical strength , it can stand heavy dynamic and static load . it is used in high load capacities and low speed with rotational , oscillating or frequent stop - start motion
机械强度大，能承受较大的动、静载荷。适用于高载低速下的旋转运动，摇摆运动及经常在载荷下启闭频繁而不易形成流体动力润滑的结合。 - But in order to get the highest precision of velocity measurement , besides the consideration of the performance of the velocimeter , the influence of heave , roll , pitch motion of the submarine in the march progress should be included
还要考虑潜艇在行进过程中的升沉、摇摆运动对多普勒测速的影响，进而对多普勒测速仪的原始测速数据进行修正。针对上述两方面的研究内容。 - Then the flow field of the falling film can be simulated through dispersing the integral equation and using numerical methods . comparing the flow field of computation under the fluctuant state with which under static state , the conclusions can be drawn that the fluctuant movement has a very important effect on the movement of falling film
把数值模拟的流场和静止状态下的流场进行对比，得出了摇摆运动对管内液膜流动具有非常重要影响，相应地对吸收器吸收性能也具有非常重要的影响的结论。 - In this paper the flow field of falling film along the inner of vertical tube is simulated and it ' s the necessary base of the further research that includes characteristics of heat and mass transfer in the absorber under the fluctuant state . in this paper the ocean fisher ' s movement in the ocean is studied and the physical and the mathematical models of fisher are founded , then the expressions of the force caused by the movement are obtained . the expressions are combined with partial different equations of falling film under the static state , thus the mathematical model of the falling film under fluctuant state can be gained
本文首先研究了船舶在海洋中的运动，建立了船舶摇摆运动的简化物理模型和数学模型，得到了运动附加力的表达式；并在此基础上将吸收管的运动附加力表达式代入静止状态下液膜流动的数学模型中，即得到了摇摆状态下液膜流动的数学模型；然后对液膜流动的数学模型进行了简化，在假定了速度分布的条件下，得出了液膜流动的积分方程，经过以上简化就将求解三维问题转化成为求解二维问题；将积分方程离散化后用数值计算的方法模拟了整个流场。