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Optimized design of thermal insulation and fluid drag reduction for circumferentially grooved annular seal with MMA and perturbation methods

机译:具有MMA和扰动方法的圆周沟槽环形密封的热绝缘和流体阻力的优化设计

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Circumferentially grooved seals have been widely used in pumps to eliminate outward leakage of rotating liquid. On many occasions, the turbulent flow enhances the drag force on the interface between the liquid and the stator as well as the interface between the liquid and the rotor, creating much higher heat exchange than the conventional thermal conduction in laminar flows. Attention must be paid in the seal design to prevent rapid heating by the seal liquid to the ambient stator. In this study, the geometry of a circumferentially grooved seal is optimized for a better design of thermal insulation as well as reduction in drag force of the seal fluid. For the forward problem, i.e., the hydraulic and thermal analysis of the seal, the theory of bulk flow is used to simplify the thin-film liquid to a two-dimensional field which preserves the average characteristics of the original flow. The method of three-control volume is adopted to partition the liquid into three types of cavity flows. The governing equations of continuity, momentum, and energy transportation are presented for each control volume, and are approximated by the perturbation method and the Fourier expansion. The fluid and thermal solutions by the present perturbation method are validated by a CFD simulation. For the seal optimization, the multi-objective optimization for thermal insulation and drag reduction is converted into an integrated optimization problem with key geometrical parameters of the seal. Response surfaces are generated through radial basis functions to make the constraint functions explicit for the efficiency of the optimization process. The method of moving asymptotes (MMA) is adopted to find the optimized design of the seal geometry with the best performance of thermal insulation and drag reduction of liquid. Examples are presented to demonstrate the effectiveness of the present optimization method.
机译:圆周沟槽的密封件已广泛用于泵中以消除旋转液体的向外泄漏。在很多场合,湍流增强了液体和定子之间的界面上的拖曳力以及液体和转子之间的界面,比层流流动中的传统热传导产生更高的热交换。必须在密封设计中支付注意,以防止密封液快速加热到环境定子。在该研究中,圆周沟槽密封的几何形状被优化以更好地设计隔热绝缘以及密封液的拖曳力的减少。对于前进问题,即密封的液压和热分析,散装流的理论用于简化薄膜液体到维持原始流量的平均特性的二维场。采用三种控制体积的方法将液体分成三种类型的腔流。为每个控制量呈现连续性,动量和能量运输的控制方程,并且通过扰动方法和傅立叶扩展来近似。通过CFD仿真验证了本扰动方法的流体和热溶液。对于密封优化,通过密封的关键几何参数转换为热绝缘和阻力减阻的多目标优化。通过径向基函数生成响应曲面,以使约束函数明确地用于优化过程的效率。采用移动渐近体(MMA)的方法来找到密封几何的优化设计,具有最佳性能的隔热和减阻液体。提出了实施例以证明本优化方法的有效性。

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