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Performance and Physics of a S-76 Rotor in Hover With Non-Contiguous Hybrid Methodologies

机译:S-76转子在非连续混合方法下的性能和物理特性

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Modifications to allow non-contiguous, moving grids have been made to a hybrid computational fluid dynamics - free-wake (CFD-FW) solver for aeroelastic rotors. In the CFD-FW approach, a CFD code resolves the unsteady Reynolds-Averaged Navier-Stokes equations in the near field, and a vortex free-wake analysis models the wake beyond the near-field CFD grids. Blade loading from the CFD solver is utilized to calculate circulation and advance the free-wake solver. The outer boundaries of the CFD domain have boundary conditions that are modified based on the induced velocities from the free-wake code. Previous studies have demonstrated that the application of the free-wake code in the far-field allows the computational domain to be smaller than in a traditional CFD analysis which saves computational cost and memory while maintaining the accuracy of the solution. Before the current modifications, the hybrid solver was limited to CFD domains that included off-body grids with outer boundaries that were stationary in an inertial frame. By allowing grid systems with moving outer boundaries, the inertial grids can be removed, further reducing the computational cost and memory required by the hybrid solver. The resulting meshes consist of only near-body grids that can be non-contiguous, i.e., not requiring overlap of the meshes. In this work, hover performance predictions of a scaled S-76 rotor are performed using the hybrid CFD non-contiguous grid approach and compared to those of the hybrid solver with the inertial background grids and full CFD simulations. The noncontiguous grid approach predicts comparable thrust coefficients, torque coefficients, and figures of merit, within 2.0 counts of the experimental data, at 7.6% of the computational cost of full CFD simulations. A preliminary study of sensitivity to different model inputs is performed.
机译:对气动弹性转子的混合计算流体动力学自由苏醒(CFD-FW)解算器进行了修改,以允许不连续的移动网格。在CFD-FW方法中,CFD代码解析了近场中不稳定的雷诺平均Navier-Stokes方程,并且涡流自由苏醒分析对近场CFD网格之外的尾波进行建模。 CFD求解器的叶片载荷用于计算循环并推进自由苏醒求解器。 CFD域的外边界具有边界条件,这些边界条件是根据自由唤醒代码中的感应速度进行修改的。先前的研究表明,自由唤醒代码在远场中的应用使计算域比传统的CFD分析要小,从而节省了计算成本和内存,同时又保持了解决方案的准确性。在当前修改之前,混合求解器仅限于CFD域,其中包括体外边界在惯性框架中保持不变的体外网格。通过允许网格系统具有移动的外边界,可以删除惯性网格,从而进一步降低了混合求解器所需的计算成本和内存。生成的网格仅包含可以是不连续的近体网格,即不需要网格重叠。在这项工作中,使用混合CFD非连续网格方法执行了按比例缩放的S-76转子的悬停性能预测,并将其与具有惯性背景网格和完整CFD模拟的混合求解器的性能进行了比较。非连续网格方法可在2.0倍的实验数据范围内预测可比的推力系数,扭矩系数和品质因数,而成本仅为完整CFD模拟的7.6%。进行了对不同模型输入的敏感性的初步研究。

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