首页> 外文期刊>Journal of Mechanical Science and Technology >Unsteady flow field numerical calculations of a ship’s rotating Weis-Fogh-type propulsion mechanism with the advanced vortex method
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Unsteady flow field numerical calculations of a ship’s rotating Weis-Fogh-type propulsion mechanism with the advanced vortex method

机译:先进涡旋法计算船舶旋转Weis-Fogh型推进机构的非定常流场数值

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摘要

The Weis-Fogh mechanism, found in the hovering flight of a small bee, is a unique and efficient lift generation. In this study, we proposed a rotating type propulsion model that applies the principle of the Weis-Fogh mechanism and calculated the unsteady flow field of the propulsion model with the advanced vortex method. The wing (NACA0010 airfoil) and channel are approximated by source and vortex panels, and free vortices are introduced away from the body surfaces. The viscous diffusion of fluid is represented using the core-spreading model to the discrete vortices. We investigated the thrust and drag coefficients, pressure field, vorticity field, velocity vector field, and average propulsive efficiency of the propulsion model by changing the rotating angle velocity. The force acting on the wing depended heavily on the directions of the thrust and drag and the thrust and drag coefficients largely fluctuated with the change in the rotating angles. The average thrust increased as the rotating angle velocity increased. The maximum propulsive efficiency was 27.9% at a calculated angle velocity. The flow field of this rotating type propulsion mechanism is unsteady and very complex because the wing rotates and moves unsteadily in the channel. However, using the advanced vortex method, it could be calculated accurately.
机译:在小蜜蜂的盘旋飞行中发现的Weis-Fogh机制是一种独特而有效的举升装置。在这项研究中,我们提出了一种旋转式推进模型,该模型应用了Weis-Fogh机理的原理,并使用高级涡旋方法计算了推进模型的非稳态流场。机翼(NACA0010机翼)和通道由源板和涡流板近似,而自由涡流则从机体表面引入。流体的粘性扩散使用堆芯扩散模型表示给离散的涡旋。我们通过改变旋转角速度来研究推力和阻力系数,压力场,涡度场,速度矢量场以及推进模型的平均推进效率。作用在机翼上的力在很大程度上取决于推力和阻力的方向,并且推力和阻力系数会随着旋转角度的变化而大幅波动。平均推力随着旋转角速度的增加而增加。在计算的角速度下,最大推进效率为27.9%。该旋转式推进机构的流场不稳定且非常复杂,因为机翼在通道中旋转并不稳定地运动。但是,使用高级涡旋方法可以准确地计算出它。

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