首页> 外文会议>ASME (American Society of Mechanical Engineers) Turbo Expo 2002: Ceramics Industrial and Cogeneration Structures and Dynamics >UNSTEADY AERODYNAMIC FORCES ON VIBRATING ANNULAR CASCADE BLADES - CROSS-VALIDATION OF THE LINEAR UNSTEADY CFD CALCULATIONS USING THE TVD SCHEME AND THE DOUBLE LINEARIZATION THEORY -
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UNSTEADY AERODYNAMIC FORCES ON VIBRATING ANNULAR CASCADE BLADES - CROSS-VALIDATION OF THE LINEAR UNSTEADY CFD CALCULATIONS USING THE TVD SCHEME AND THE DOUBLE LINEARIZATION THEORY -

机译:振动级联叶片的非定常气动力-使用TVD格式和双重线性化理论对线性非定常CFD计算进行交叉验证-

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The paper presents the formulation to compute numerically the unsteady aerodynamic forces on the vibrating annular cascade blades. The formulation is based on the finite volume method, the type, and the TVD scheme, following the UPACS code developed by NAL, Japan. By applying the TVD scheme to the linear unsteady calculations, the precise calculation of the peak of unsteady aerodynamic forces at the shock wave location like the delta function singularity becomes possible without empirical constants. As a further feature of the present paper, results of the present numerical calculation are compared with those of the double linearization theory (DLT), which assumes small unsteady and steady disturbances but the unsteady disturbances are much smaller than the steady disturbances. Since DLT requires far less computational resources than the present numerical calculation, the validation of DLT is quite important from the engineering point of view. Under the conditions of small steady disturbances, a good agreement between these two results is observed, so that the two codes are cross-validated. The comparison also reveals the limitation on the applicability of DLT.
机译:本文提出了一种公式,以数值计算振动环形叶栅叶片上的非定常空气动力。该公式基于有限体积法,类型和TVD方案,并遵循日本NAL开发的UPACS代码。通过将TVD方案应用于线性非稳态计算,可以在没有经验常数的情况下精确计算冲击波位置处非稳态空气动力的峰值,例如德尔塔函数奇异性。作为本文的另一个特征,将本数值计算的结果与双重线性化理论(DLT)的结果进行了比较,后者假设非稳态和稳态干扰较小,但非稳态干扰远小于稳态干扰。由于DLT所需的计算资源比目前的数值计算少得多,因此从工程学角度来看,DLT的验证非常重要。在较小的稳定扰动条件下,可以观察到这两个结果之间的良好一致性,因此可以对两个代码进行交叉验证。比较还揭示了DLT适用性的局限性。

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