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Investigation of the Impact of Deep Convergence on the Simulation of Hovering Rotors

机译:深趋势对悬停转子仿真影响的调查

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The present effort investigates the impact of deep temporal convergence on hover prediction using the results of a higher-order Stream-wise Upwind/Petrov-Galerkin (SU/PG) finite element method. Both rotational reference frame and spinning rotor computations are pursued as is a comparison of 2nd-order and 4th-order temporal convergence. Both the integrated performance and the wake structure are investigated. The results show that the deeper temporal convergence allows for larger time step sizes without a negative impact to the prediction. The wake features are well resolved and convergence of these features is accelerated through initialization using a rotational steady-state simulation. These simulations lay the groundwork for a larger ongoing effort.
机译:本努力研究了利用高阶流式挤压/ Petrov-Galerkin(SU / PG)有限元方法的结果来研究深度时间收敛对悬停预测的影响。 追求旋转参考框架和纺纱转子计算的比较是2nd阶和4阶时间收敛的比较。 对整合性能和唤醒结构进行了调查。 结果表明,更深的时间收敛允许对预测而没有负面影响的较大的时间步长。 唤醒特征是良好的解决,并且通过使用旋转稳态模拟来通过初始化加速这些功能的收敛性。 这些模拟为更大的持续努力奠定了基础。

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