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DUAL POINT REDESIGN OF AN AXIAL COMPRESSOR AIRFOIL USING A VISCOUS INVERSE DESIGN METHOD

机译:使用粘性逆设计方法重新设计轴向压缩机翼型的双点重新设计

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The midspan section of Rotor 67 is redesigned simultaneously at two different design points using a new inverse blade design method where the blade walls move with a virtual velocity distribution derived from the difference between the current and the target pressure distributions on the blade surfaces. This inverse method is fully consistent with the viscous flow assumption and is implemented into the time accurate solution of the Reynolds-Averaged Navier-Stokes equations that are expressed man arbitrary Lagrangian-Eulerian (ALE) form to account for mesh movement. A cell-vertex finite volume method of the Jameson type is used to discretize the equations in space; time accurate integration is obtained using dual time stepping. An algebraic Baldwin-Lomax turbulence model is used for turbulence closure. The CFD analysis provides the initial blade pressure distributions at both operating points, e.g. at two different back pressures and/or blade speeds. At each operating point, a target pressure distribution that results in a performance improvement, is prescribed. The inverse design method is then used to reach the prescribed target pressure distributions at both operating points, simultaneously. This is done by using a weighted average of the difference between the target and current pressure distributions at the two operating points, to modify the airfoil profile. The results show that by carefully tailoring the target pressure loadings at the two design points, some performance improvement can be achieved over the entire range between the two operating points.
机译:转子67的中坡部分使用新的逆叶片设计方法在两个不同的设计点处同时重新设计,其中叶片壁与源自叶片表面上的电流和目标压力分布之间的差异导出的虚拟速度分布。这种逆方法与粘性流动假设完全一致,并且被实现为雷诺平均的Navier-Stokes方程的时间准确解决方案,其表示人任意Lagrangian-eulerian(ALE)形式以解释网格运动。 Jameson类型的单元 - 顶点有限体积方法用于离散空间中的方程;使用双重时间踩踏获得时间准确的集成。代数Baldwin-Lomax湍流模型用于湍流闭合。 CFD分析在两个操作点提供初始刀片压力分布,例如,在两个不同的背压和/或刀片速度下。在每个操作点,规定了导致性能改善的目标压力分布。然后使用逆设计方法来同时在两个操作点到达规定的目标压力分布。这是通过在两个操作点处使用目标和电流压力分布之间的差异的加权平均来完成,以改变翼型分布。结果表明,通过在两个设计点处小心定制目标压力载荷,可以在两个操作点之间的整个范围内实现一些性能改进。

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