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Analytical model for coupled torsional-longitudinal vibrations of marine propeller shafting system considering blade characteristics

机译:考虑叶片特性的船舶螺旋桨刮板系统耦合扭转纵向振动的分析模型

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As an attempt to investigate the torsional-longitudinal vibrations of marine propeller shafting systems, this paper develops an integrated mathematical formulation to consider different aspects of the problem as clearly as possible. The previous works in this field mostly deal with the lumped-parameter or finite element simulations of the propeller and the main shaft while this paper employs a non-FEM distributed-parameter modeling. The Newton-Euler method is used to derive dynamic equations of the cantilever blading and the rotating main shaft. The lumped effects on the main shaft such as the thrust block, the rigid coupling and the propeller loadings are considered together with the variation of cross section and pretwist angle along the blades. Galerkin method is used to discretize the equations and find the lowest number of dominant modes for each degree of freedom. The coupling effect is then explained by classifying the mode shapes into three groups. It is found that taking blade deformations into account is advantageous to the vibration analysis of the problem.
机译:作为调查船舶螺旋桨备件系统的扭转纵向振动的尝试,本文开发了一个集成的数学制定,可以尽可能清楚地考虑问题的不同方面。此字段中的先前作品主要处理螺旋桨和主轴的总体参数或有限元模拟,而本文采用非FEM分布式参数建模。 Newton-euler方法用于导出悬臂叶片和旋转主轴的动态方程。与叶片沿叶片的横截面和预选角度的变化一起考虑对诸如推力块的主轴上的集声效应。 Galerkin方法用于离散方程,找到每种自由度的最低数量的主导模式。然后通过将模式形状分类为三组来解释耦合效果。发现考虑到刀片变形是有利的问题的振动分析。

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