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Efficiency study: Contra-rotating propeller system

机译:效率研究:对抗旋转螺旋桨系统

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Increased propulsion efficiency, less fuel consumption, increased maneuverability etc. are some of the major eye catching properties in a ship to study contra-rotating propeller system over single screw propeller system in spite of the former's relatively high initial and operational cost. In the present study, for a particular loading condition, a comparison of efficiency between the contra-rotating propeller system and single screw propeller system is made and for the contra-rotating propeller system a comparison between the two efficiency calculation procedures (Circulation Theory and blade element theory) is made. For this reason a procedure is developed basically to calculate the self and mutual induced velocities of the fore and aft propeller of the contra-rotating propeller system. The lifting line theory is applied for the calculation of velocity field. For the calculation of the induced velocities the Circulation Theory of Propeller action is used. According to Circulation Theory the propeller can be modeled by three types of vortex system and then Biot-Savart law is applied to calculate the induced velocities. The interaction effects of the two propellers are determined with regard of slipstream. No effects due to the passing of the blades of forward and aft propellers are included. Radial distribution of the self and mutually induced velocities are calculated on the lifting line in such a way that each propeller is handled like a single propeller. Then the Efficiencies at different sections of the propeller are calculated both for the Blade Element Theory and Circulation Theory. And calculation of individual efficiency both for the fore and aft propeller is determined from the Bp-δ chart.
机译:提高推进效率,较少的燃料消耗,较高的机动性等是船舶中的一些主要引人注目的属性,以便在单螺杆螺旋桨系统上研究对抗旋转螺旋桨系统,尽管是前者相对较高的初始和操作成本。在本研究中,对于特定的负载条件,对反旋转螺旋桨系统和单螺杆螺旋桨系统之间的效率进行比较,并且用于对抗旋转螺旋桨系统的两个效率计算过程(循环理论和刀片之间的比较元素理论是制作的。因此,基本上开发了一种程序,以计算对抗旋转螺旋桨系统的前后螺旋桨的自我和互感的速度。提升线理论用于计算速度场的计算。为了计算诱导速度,使用螺旋桨作用的循环理论。根据循环理论,螺旋桨可以通过三种类型的涡流系统进行建模,然后应用Biot-Savart定律来计算诱导的速度。两种螺旋桨的相互作用效果是关于滑流的。包括前方和后螺旋桨的叶片的通过而没有效果。以这样的方式在升降线上计算自身和相互诱导的速度的径向分布,使得每个螺旋桨类似于单个螺旋桨处理。然后,螺旋桨的不同部分的效率用于叶片元素理论和循环理论。从BP-δ图确定前后螺旋桨的单个效率计算。

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