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Determination of Optimal Wing Twist Pattern for a Composite Digital Wing

机译:复合数字机翼最佳机翼扭曲模式的确定

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Recent advancements in the field of metamaterials with tunable properties have led to a renewed interest in developing the adaptive aerospace structures. In earlier research, a pair of cellular composite digital wings were developed, and wind tunnel tested. One of the novelties of the developed digital material wings is that they are internally actuated and that they can be effectively twisted at varying frequencies. The wind tunnel data collected while dynamically twisting the wings reveal an intriguing frequency dependent aerodynamic behavior. It suggests that an improved aerodynamic performance can be attained by modulating the wing twist pattern. This paper is motivated by this observation, and our goal is to exploit the potential in-flight application by determining the optimal wing twist patterns according to the flight profiles. Two simulation models are proposed based on the wind tunnel data. The analytical aeroelastic model is developed and validated by integrating the finite element modeling of the digital wing structure and the vortex lattice modeling of the quasi-steady aerodynamics. A machine learning based neural network model is also developed and validated using the wind tunnel data. The problem of determining the optimal wing twist patterns for these two models can then be formulated as a constrained optimization problem, in which the design objective is to find an optimal twist pattern that minimizes the drag subjected to various physical constraints. This paper demonstrates the applicability of the proposed approach.
机译:具有可调节特性的超材料领域的最新进展引起了人们对开发自适应航空结构的新兴趣。在较早的研究中,开发了一对蜂窝复合数字机翼,并对风洞进行了测试。所开发的数字材料机翼的新颖性之一是它们是内部致动的,并且可以在不同的频率下有效地扭转。在动态扭曲机翼时收集的风洞数据显示出令人感兴趣的频率相关的空气动力学行为。这表明可以通过调节机翼扭曲模式来获得改进的空气动力学性能。本文是基于这一发现而展开的,我们的目标是通过根据飞行情况确定最佳机翼扭曲模式来开发潜在的机上应用。基于风洞数据,提出了两种仿真模型。通过将数字机翼结构的有限元建模与准稳态空气动力学的涡流格子建模相结合,开发并验证了解析气动弹性模型。还使用风洞数据开发并验证了基于机器学习的神经网络模型。然后,可以将确定这两个模型的最佳机翼扭曲图案的问题公式化为约束优化问题,其中设计目标是找到使各种物理约束下的阻力最小的最佳扭曲图案。本文证明了该方法的适用性。

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