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A STUDY ON THE ELASTIC TAILORING OF A COMPOSITE BOX-BEAM USING CROSS-SECTIONAL GEOMETRY CHANGES

机译:横截面几何变化的复合箱梁弹性剪裁研究

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The present work is a parametric study that examines the impact of varying the geometric cross-section parameters on the structural stiffnesses of an advanced composite box-beam representing a rotor blade spar. Two laminate stiffness configurations/cases have been considered. Case 1 is a box-beam without elastic coupling due to the presence of balanced laminate configuration in all its walls whereas Case 2 is a box-beam with chord-wise bending coupling induced by unbalanced laminate configuration in its vertical walls. Three geometric changes for each case have been considered as variables of study: a) Change in the angle of inclination of a single web of the box-beam, b) Change in the angle of inclination of both webs of the box-beam in opposite directions, and c) Change in the angle of inclination of both webs of the box-beam in the same direction. The impact that these variables have on the elastic tailoring of the box-beam is studied. The variation of the stiffness parameters for the three geometric configurations including the coupling parameters has been visualized into parametric maps. In addition to the study of extensional stiffness, flapwise bending, chordwise bending and torsional stiffnesses of the Euler-Bernoulli stiffness matrix of the box-beam, the behavior of the chordwise bending- torsion coupling has also been studied for Case 2; the twist-bending coupling plays a vital role in determining the dynamic behavior of the blade. The plots of the mass variation as a function of the geometric changes have been generated. The parametric study presented here has potential applications in the target vector optimization of the box-beam in rotor blade lower level optimization.
机译:本作的是参数研究,该参数研究,检查改变几何横截面参数对代表转子叶片翼梁的先进复合箱光束的结构刚度的影响。已经考虑了两个层压刚度配置/案例。壳体1是由于在所有壁中存在平衡的层压构造而没有弹性耦合的盒梁,而壳体2是具有在其垂直壁中的不平衡层压构造的凸起梁的盒梁。每种情况的三个几何变化被认为是研究的变量:a)箱梁的单个腹板的倾斜角度的变化,B)在相反的两个箱梁的两个腹板的倾斜角度变化方向和c)在相同方向上改变箱梁两幅腹板的倾斜度。研究了这些变量对箱梁弹性剪裁的影响。包括耦合参数的三个几何配置的刚度参数的变化已经被视为参数映射。除了延伸刚度的研究外,盒梁的欧拉 - 伯努利刚度矩阵的横向刚度,弦弯曲,曲线弯曲和扭转刚度,还研究了弦弯曲扭转耦合的行为。扭转弯曲耦合在确定刀片的动态行为方面起着至关重要的作用。已经产生了作为几何变化的函数的质量变化的曲线。本文呈现的参数研究具有在转子叶片较低水平优化的盒梁的目标矢量优化中具有潜在的应用。

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