首页> 外文会议>International Symposium on Unsteady Aerodynamics, Aeroacoustics and Aeroelasticity of Turbomachines >NUMERICAL METHOD FOR CALCULATING THREE-DIMENSIONAL FAN TONAL NOISE DUE TO ROTOR-STATOR INTERACTION
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NUMERICAL METHOD FOR CALCULATING THREE-DIMENSIONAL FAN TONAL NOISE DUE TO ROTOR-STATOR INTERACTION

机译:转子定子交互引起的三维风扇噪声计算数值方法

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A numerical method for calculating three-dimensional (3D) fan tonal noise due to rotor-stator interaction has been developed at CIAM. The method is based on direct numerical solution of linearized 3D Euler equations in the frequency domain (so-called harmonic balance technique proposed by Hall et. al. [1]) using the numerical methods of computational aeroacoustics (CAA). The method is based on the assumption that the flowfield parameters can be split into two parts: the steady mean flowfield and unsteady disturbances. Note that the disturbances are assumed to be periodical in time at each point of the computational domain, so the solution can be expanded at each point in Fourier series with respect to time. Hence, a steady-state problem for a set of Fourier coefficients, which satisfy the linearized Euler equations with a source term in the right-hand side is solved. The mean flowfield is calculated using the Reynolds averaged Navier-Stokes (RANS) equations with a turbulence model and a "mixing plane" interface. To obtain the steady-state solution of the linearized Euler equations, the dual time stepping technique is used. The method allows one to calculate potential, wake, and vortex interactions.
机译:CIAM开发了一种用于计算引起的转子定子交互引起的三维(3D)风扇噪声的数值方法。该方法基于频域中的线性化3D欧拉方程的直接数值解(由ET&Et.Al.1]提出的所谓的谐波平衡技术。[1])使用计算空气声学(CAA)的数值方法。该方法基于假设流场参数可以分为两部分:稳定的平均流场和不稳定的干扰。注意,假设该干扰在计算域的每个点处在时间期间在时间上,因此可以在傅里叶串联中的每个点处扩展解决方案。因此,解决了一组傅立叶系数的稳态问题,该傅里叶系数满足具有右侧源术语的线性化欧拉方程。使用具有湍流模型和“混合平面”界面的reynolds平均的Navier-Stokes(RAN)方程来计算平均流场。为了获得线性化欧拉方程的稳态解决方案,使用双时间踩踏技术。该方法允许一个来计算潜在,唤醒和涡旋相互作用。

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