ISSN   1004-0595

CN  62-1224/O4

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阶梯螺旋槽端面密封摩擦学性能数值研究

Numerical Study on Tribological Performance of Stepped Spiral Groove Face Seal

  • 摘要: 为进一步提高用于旋转端面密封的对数螺旋槽启停阶段承载力、开启能力及磨损抑制能力,提出了1种新型沿回转方向底部台梯状的阶梯螺旋槽. 建立了螺旋槽端面密封润滑分析模型,结合JFO空化边界条件并利用控制体积法对不同几何参数和工况条件的密封摩擦学性能进行了系统分析,获得了定膜厚时液膜承载力、刚度、空化率和开启速度以及稳态工况定载荷下的膜厚以及摩擦扭矩. 结果表明:变深度的阶梯螺旋槽在相同膜厚和转速的工况下承载能力及液膜刚度均大于对应传统平底螺旋槽,开启速度及空化率均小于对应平底螺旋槽;相同转速和载荷工况下稳定运行时,相较平底螺旋槽,阶梯螺旋槽形成了更大的液膜厚度和较小的摩擦扭矩. 螺旋槽底部引入阶梯产生了额外的Rayleigh轴承效应是阶梯螺旋槽有效提升密封端面承载力和开启能力的主要机理. 在膜厚H0=1 μm,转速ω=50 r/min的工况下,与承载能力最优的平底螺旋槽对比,阶梯螺旋槽压力峰值提高7.14%,空化率减小93.42%,总承载力提升19.83%.

     

    Abstract:
    Mechanical seals rely on the hydrodynamic effect to develop the liquid film between the rotating ring and the stationary ring in order to improve the tribological characteristics. However, when the speed is low during the start-stop period, the hydrodynamic action is weak, the load capacity of the film is decreased, and the effective oil film cannot be well developed, which will lead to a dramatically increased friction and wear between the rings. At present, the logarithmic spiral groove structure is one of the most effective methods to improve the load capacity of mechanical seals. It is simple in design but has good effect of enhancing the hydrodynamic action, and has been widely used. There are many researches focus on the geometric optimization of spiral groove, the majority of them are to reduce the leakage rather than to improve the load capacity, so there is a serious problem of wear. In other studies, intricate structures and shapes are proposed to improve load capacity, however, the inherent advantages of the original spiral groove geometry lie in its simplicity and ease of design and manufacture.
    In order to further improve the load capacity, opening capacity and wear suppression ability of the logarithmic spiral groove during the start-stop period while keeping the original groove type, a new stepped spiral groove with a step along the circumferential direction was proposed. The analytical lubrication model of stepped spiral groove seal was established, combined with the Jakobsson-Floberg-Olsson (JFO) cavitation boundary condition to solve the cavitation problem that always occurred in the spiral groove, and the finite volume method was used to calculate the tribological properties with different geometrical parameters and operating conditions.
    The traditional flat-bottomed spiral grooves with primary groove depth d1=1, 3 and 5 μm and their corresponding stepped spiral grooves were systematically analyzed and compared under different working conditions, in which secondary groove-to-land ratio β=0.3, and the secondary groove depth d2=2d1. The load capacity, stiffness, cavitation rate and opening speed were obtained for a fixed film thickness, as well as the film thickness and friction torque at a fixed load. The results showed that the load capacity and film stiffness of the stepped spiral groove were much greater than that of the corresponding flat-bottomed one, while the opening speed and cavitation rate were smaller than that of the traditional flat-bottomed one under the same conditions.
    Based on the results, the principle of load capacity enhancement of the stepped spiral groove was analyzed intensively. It could be found that, the circumferential variable depth stepped spiral groove introduced an additional Rayleigh bearing effect on the original flat-bottomed one. The additional hydrodynamic pressure enhanced the load capacity at the step, significantly reduced the area of the cavitation region that did not provide an effective load capacity, and provided an enhancement of the load capacity in the pressure peak area at the termination line of the groove. From the numerical comparison, under the working condition of film thickness H0=1 μm and rotational speed ω=50 r/min, the peak pressure of the stepped spiral groove was increased by 7.14%, the cavitation rate was reduced by 93.42%, and the total load capacity was further increased by 19.83% on the basis of the optimized flat-bottomed spiral groove. It could be concluded that the additional Rayleigh bearing effect due to the introduction of a step at the bottom of the spiral groove was the main mechanism for the stepped spiral groove to effectively improve the load capacity and opening capacity.

     

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