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Parametric Flutter Margin Analysis with CFD-Based Aerodynamics

机译:基于CFD的空气动力学的参数颤振裕度分析

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The recently developed Parametric Flutter Margin (PFM) methodology is applied for efficient flutter analysis with CFD-based unsteady aerodynamics. The PFM method is based on adding a stabilizing element, such as generalized damping of the first bending mode, and extracting the flutter characteristics of the original aeroelastic system from response simulations performed with the modified one. Being stable over the simulation range of air velocities, exact flutter onset characteristics are obtained with a small number of simulations. Two approaches for performing the fluid-structure interaction simulations are proposed. The first one starts with the extraction of linearized aerodynamic force coefficient matrices from CFD response to modal excitation. The resulting matrices are subsequently used in a linear PFM analysis. The second one consists of performing tight-coupling simulations where at each time step generalized aerodynamic forces and model displacements are exchanged between the CFD and the aeroelastic response solver. The Increased-Order Modeling methodology is utilized for preforming these simulations due to its ability to efficiently include time-domain nonlinear effects in frequency-domain aeroelastic formulation. The two PFM approaches are used for proof-of-concept CFD-based flutter analysis of a NACA0012 aeroelastic model in an inviscid and incompressible regime and the results are compared for validation with classical ones.
机译:最近开发的参数颤振裕度(PFM)方法用于基于CFD的非定常空气动力学的有效颤振分析。 PFM方法基于添加稳定元素(例如第一弯曲模式的广义阻尼),并从修改后的响应仿真中提取原始气动弹性系统的颤动特性。在风速的模拟范围内稳定,通过少量模拟即可获得精确的颤动起振特性。提出了两种进行流固耦合模拟的方法。第一个从CFD对模态激励的响应中提取线性化空气动力系数矩阵开始。随后将所得矩阵用于线性PFM分析。第二个步骤包括执行紧密耦合模拟,在每个时间步,在CFD和气动弹性响应求解器之间交换广义的气动力和模型位移。由于高阶建模方法可以有效地将时域非线性效应包含在频域气动弹性公式中,因此可用于执行这些模拟。两种PFM方法用于在无粘性和不可压缩状态下对NACA0012气动弹性模型进行基于概念验证的基于CFD的颤动分析,并将结果与​​经典方法进行比较以进行验证。

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