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首页> 外文期刊>Proceedings of the Royal Society. Mathematical, physical and engineering sciences >The longitudinal static stability of an aerodynamically alleviated marine vehicle, a mathematical model
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The longitudinal static stability of an aerodynamically alleviated marine vehicle, a mathematical model

机译:空气动力缓解型船舶的纵向静态稳定性,数学模型

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摘要

An assessment of the relative speeds and payload capacities of airborne and waterborne vehicles highlights a gap that can be usefully filled by a new vehicle concept, utilizing both hydrodynamic and aerodynamic forces. A high-speed marine vehicle equipped with aerodynamic surfaces is one such concept. In 1904, Bryan & Williams (Bryan & Williams 1904 Proc. R. Soc. Lond. 73, 100–116 (doi:10.1098/rspl.1904.0017)) published an article on the longitudinal dynamics of aerial gliders, and this approach remains the foundation of all the mathematical models studying the dynamics of airborne vehicles. In 1932, Perring & Glauert (Perring & Glauert 1932 Reports and Memoranda no. 1493) presented a mathematical approach to study the dynamics of seaplanes experiencing the planing effect. From this work, planing theory has developed. The authors propose a unified mathematical model to study the longitudinal stability of a high-speed planing marine vehicle with aerodynamic surfaces. A kinematics framework is developed. Then, taking into account the aerodynamic, hydrostatic and hydrodynamic forces, the full equations of motion, using a small perturbation assumption, are derived and solved specifically for this concept. This technique reveals a new static stability criterion that can be used to characterize the longitudinal stability of high-speed planing vehicles with aerodynamic surfaces.
机译:对机载和水上车辆的相对速度和有效载荷能力的评估突出了一个空白,可以利用流体动力和空气动力同时利用新的车辆概念来有效地弥补这一空白。配备有空气动力学表面的高速船用车辆就是这样一种概念。 1904年,布莱恩·威廉姆斯(Bryan&Williams 1904 Proc。R. Soc。Lond。73,100–116(doi:10.1098 / rspl.1904.0017))发表了一篇关于空中滑翔机纵向动力学的文章,这种方法至今仍然存在。研究机载车辆动力学的所有数学模型的基础。 1932年,Perring&Glauert(Perring&Glauert,1932年报告,备忘录第1493号)提出了一种数学方法来研究经历滑行效应的水上飞机的动力学。通过这项工作,发展了刨削理论。作者提出了一个统一的数学模型来研究具有空气动力学表面的高速滑行船用车辆的纵向稳定性。建立了运动学框架。然后,考虑到空气动力,流体静压力和流体动力,使用一个小的扰动假设就可以得出完整的运动方程,并专门为此概念求解。该技术揭示了一种新的静态稳定性标准,该标准可用于表征具有空气动力学表面的高速滑行车辆的纵向稳定性。

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