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A Computational Method for Structurally Nonlinear Joined Wings Based on Modal Derivatives

机译:基于模态导数的结构非线性连接翼的计算方法

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Past studies showed that the overconstrained nature of Joined Wings and the strong structural geometric nonlinearities make difficult the use of standard packages of aeroelastic solvers (usually modally reduced and frequency domain based) which have been effectively adopted by the industry for decades. We present here a study on the reduction of the computational cost in presence structural nonlinear effects that cannot be neglected in Joined Wings, even at small angles of attack and attached flow. In particular, a reduced order model is achieved with a basis constituted by vibration modes augmented 'with the corresponding modal derivatives. The results can be considered excellent when compared to the full order reference solution. However, a convergence test showed that the required number of vectors is relatively high and the basis needs to be often updated to achieve the best performance. More investigations will be necessary for an effective use in the industry and complicate dynamic problems involving the unsteadiness of the aerodynamics.
机译:过去的研究表明,连接翼的过度约束性质和强大的结构几何非线性特性使航空弹性求解器的标准软件包(通常以模态简化和基于频域)的使用变得困难,该软件包已在业界有效地采用了数十年。我们在此提出一项关于在存在结构非线性效应的情况下降低计算成本的研究,这种结构非线性效应即使在较小的迎角和附着流量下也无法在连接翼中忽略。特别地,以由振动模式构成的基础实现降阶模型,其中振动模式以相应的模态导数增强。与全订单参考解决方案相比,结果可认为是极好的。但是,收敛测试表明,所需向量的数量相对较高,需要经常更新基础以实现最佳性能。为了在工业中有效使用,将需要进行更多的研究,并使涉及空气动力学不稳定的动态问题复杂化。

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