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Form-finding as a modelling tool for shaping mechanical components: a feasibility case study of an axial-flow compressor blade

机译:找形作为机械零件成型的建模工具:轴流压气机叶片的可行性案例研究

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摘要

This paper reports on an exploratory study to assess the capability of a novel, form-finding methodology for generating optimal shapes of shell-type structures subjected to complex load regimes, using an axial-flow, compressor blade as a case study. The methodology exploits the natural principle of 'form follows force', in which the structural form is shaped according to the forces acting on it. Such forms, or objects, which are found in nature, are known to have optimal strength and stiffness characteristics for a predominant load regime. Our methodology makes use of a direct relationship between form and force, offered by the Laplace-Young equation that describes shapes of minimal surface membranes, such as soap films. Unlike structural optimisation in which the form is modified within its initially prescribed shape, form-finding literally finds the shape within prescribed boundary conditions. This is the first application of the methodology to modelling mechanical components, such as a compressor blade. The blade shapes obtained by this method correspond, in the first instance, to a minimal form and, subsequently, a minimal form subjected to a known (empirically determined) pressure profile. The behaviour of the blades is studied under a variety of loads and includes modal analysis. In view of the methodology adopted, attention is directed to structural performance. The results, compared against a 'control' blade produced by a conventional\uddesign/optimisation method are very encouraging; they indicate that the proposed methodology has the potential to improve significantly the current blade design process.
机译:本文报告了一项探索性研究,以轴流压气机叶片为例,评估一种新颖的找形方法的能力,该方法可在复杂的载荷条件下生成最佳形状的壳型结构。该方法利用了“形式跟随力”的自然原理,其中结构形式是根据作用在其上的力来成形的。已知在自然界中发现的这种形式或物体对于主要的载荷状态具有最佳的强度和刚度特性。我们的方法利用了形式和力之间的直接关系,该关系是由Laplace-Young方程式提供的,该方程式描述了最小表面膜(如肥皂膜)的形状。与结构优化不同,在结构优化中,可以在其最初指定的形状内修改形状,而找形实际上是在指定的边界条件内找到形状。这是该方法在机械零件(例如压缩机叶片)建模中的首次应用。通过这种方法获得的叶片形状首先对应于最小形状,并且随后对应于经受已知(凭经验确定)压力分布的最小形状。在各种负载下研究叶片的性能,包括模态分析。考虑到所采用的方法,注意力集中在结构性能上。与通过常规\ uddesign /优化方法生产的“控制”叶片相比,结果令人鼓舞;他们表明,所提出的方法有可能显着改善当前的叶片设计过程。

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