化工学报 ›› 2025, Vol. 76 ›› Issue (1): 296-310.DOI: 10.11949/0438-1157.20240657
张俊杰1(), 陈源1(
), 李运堂1, 李孝禄1, 王冰清1, 彭旭东2
收稿日期:
2024-06-14
修回日期:
2024-07-21
出版日期:
2025-01-25
发布日期:
2025-02-08
通讯作者:
陈源
作者简介:
张俊杰(1998—),男,硕士研究生,327405215@qq.com
基金资助:
Junjie ZHANG1(), Yuan CHEN1(
), Yuntang LI1, Xiaolu LI1, Bingqing WANG1, Xudong PENG2
Received:
2024-06-14
Revised:
2024-07-21
Online:
2025-01-25
Published:
2025-02-08
Contact:
Yuan CHEN
摘要:
为提高弹性箔片端面气膜密封(CFFGS)在动态运行过程中的开启性和密封性并降低箔片安装精度要求,提出一种新型超椭圆织构浮动坝箔片端面气膜密封(SHFSD-CFFGS)结构。基于气体润滑和动力学理论,建立SHFSD-CFFGS气弹耦合动力学模型并采用直接数值模拟法求解,对比分析SHFSD-CFFGS与无织构CFFGS的动态性能表现,揭示超椭圆型孔织构对提升密封动态性能的作用机理,并以提高SHFSD-CFFGS动态平均开启力、减小动态平均泄漏率为目标,开展超椭圆织构结构参数和力学结构参数的优化设计。结果表明:SHFSD-CFFGS箔片斜坡区和浮动坝区的超椭圆型孔织构能产生二次动压效应和上游泵送效应,有助于密封开启性和密封性的提升;在本文工况条件下,当浮动坝区超椭圆系数n2取1、内外侧型孔倾角ϕ1和ϕ2均取20°~40°、织构深度Td2取4~6 μm、方向因子γ取1.75~2.25、浮动坝区柔度系数α2取5×10-5~1×10-4、静环质量ms取0.1~0.2 kg、弹簧刚度ks取9×107~1×108 N·m-1、辅助密封圈阻尼cz取9×103~1×104 N·s·m-1时,SHFSD-CFFGS具有较优的综合动态性能。
中图分类号:
张俊杰, 陈源, 李运堂, 李孝禄, 王冰清, 彭旭东. 超椭圆织构浮动坝箔片端面气膜密封动态性能分析与优化[J]. 化工学报, 2025, 76(1): 296-310.
Junjie ZHANG, Yuan CHEN, Yuntang LI, Xiaolu LI, Bingqing WANG, Xudong PENG. Analysis and optimization of dynamic performance of super-elliptical hole floating seal dam compliant foil face gas seal[J]. CIESC Journal, 2025, 76(1): 296-310.
参数 | 数值 |
---|---|
密封端面内径ri/mm | 58.42 |
密封坝外径侧半径rg/mm | 64.87 |
密封端面外径ro/mm | 77.78 |
初始气膜厚度hb/μm | 3 |
楔形高度δh/μm | 15 |
周期数Nc | 8 |
节距比c | 0.4 |
箔坝比ξ | 2 |
箔片区柔度系数α1 | 0.01 |
浮动坝区柔度系数α2 | 1×10-4 |
箔片区超椭圆系数n1 | 4 |
浮动坝区超椭圆系数n2 | 1 |
箔片区超椭圆横半轴a1/mm | 2.5 |
箔片区超椭圆纵半轴b1/mm | 4 |
浮动坝区超椭圆横半轴a2/mm | 1.75 |
浮动坝区超椭圆纵半轴b2/mm | 0.7 |
箔片区织构深度Td1/μm | 5 |
浮动坝区织构深度Td2/μm | 5 |
内、外侧倾角ϕ1、ϕ2 | 40° |
时间步长Δt/s | 1×10-6 |
静环质量ms/kg | 0.5 |
密封坝质量md/kg | 0.2 |
弹簧刚度ks/(N·m-1) | 1×107 |
静环辅助密封圈阻尼cz/(N·s·m-1) | 2×103 |
外径大气压po/MPa | 0.3 |
内径大气压pi/MPa | 0.1 |
转速ω/(r·min-1) | 1.4×104 |
表1 初始参数
Table 1 Initial parameter
参数 | 数值 |
---|---|
密封端面内径ri/mm | 58.42 |
密封坝外径侧半径rg/mm | 64.87 |
密封端面外径ro/mm | 77.78 |
初始气膜厚度hb/μm | 3 |
楔形高度δh/μm | 15 |
周期数Nc | 8 |
节距比c | 0.4 |
箔坝比ξ | 2 |
箔片区柔度系数α1 | 0.01 |
浮动坝区柔度系数α2 | 1×10-4 |
箔片区超椭圆系数n1 | 4 |
浮动坝区超椭圆系数n2 | 1 |
箔片区超椭圆横半轴a1/mm | 2.5 |
箔片区超椭圆纵半轴b1/mm | 4 |
浮动坝区超椭圆横半轴a2/mm | 1.75 |
浮动坝区超椭圆纵半轴b2/mm | 0.7 |
箔片区织构深度Td1/μm | 5 |
浮动坝区织构深度Td2/μm | 5 |
内、外侧倾角ϕ1、ϕ2 | 40° |
时间步长Δt/s | 1×10-6 |
静环质量ms/kg | 0.5 |
密封坝质量md/kg | 0.2 |
弹簧刚度ks/(N·m-1) | 1×107 |
静环辅助密封圈阻尼cz/(N·s·m-1) | 2×103 |
外径大气压po/MPa | 0.3 |
内径大气压pi/MPa | 0.1 |
转速ω/(r·min-1) | 1.4×104 |
图11 不同超椭圆系数n2和型孔倾角ϕ1、ϕ2下SHFSD-CFFGS动态性能参数的变化规律
Fig.11 Variation of dynamic performance parameters of SHFSD-CFFGS under different super-elliptical coefficients n2 and and inclination angles ϕ1 and ϕ2
图12 不同超椭圆系数n2下SHFSD-CFFGS动态性能参数随织构深度Td2的变化规律
Fig.12 Variation of dynamic performance parameters of SHFSD-CFFGS with texture depth Td2 under different super-elliptical coefficients n2
图13 不同超椭圆系数n2下SHFSD-CFFGS动态性能参数随方向因子γ的变化规律
Fig.13 Variation of dynamic performance parameters of SHFSD-CFFGS with slender ratio γ under different super-elliptical coefficients n2
图14 不同超椭圆系数n2下SHFSD-CFFGS动态性能参数随浮动坝区柔度系数α2的变化规律
Fig.14 Variation of dynamic performance parameters of SHFSD-CFFGS with compliance coefficient α2 under different super-elliptical coefficients n2
图15 不同超椭圆系数n2下SHFSD-CFFGS动态性能参数随静环质量ms的变化规律
Fig.15 Variation of dynamic performance parameters of SHFSD-CFFGS with static ring mass ms under different super-elliptical coefficients n2
图16 不同超椭圆系数n2下SHFSD-CFFGS动态性能参数随弹簧刚度ks的变化规律
Fig.16 Variation of dynamic performance parameters of SHFSD-CFFGS with spring stiffness ks under different super-elliptical coefficients n2
图17 不同超椭圆系数n2下SHFSD-CFFGS动态性能参数随静环辅助密封圈阻尼cz的变化规律
Fig.17 Variation of dynamic performance parameters of SHFSD-CFFGS with auxiliary sealing ring damping cz under different super-elliptical coefficients n2
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