2022
DOI: 10.1109/access.2022.3158485
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Evaluation Analysis on Leakage Performance for Beam Seal With Two Sealing Areas

Abstract: As a special type of aviation hydraulic pipe joint, a beam seal comprises two annular sealing areas. This paper presented a leakage model for an annular sealing area based on a developed threedimensional percolation grid model and the porous medium theory. Both average contact pressure and true contact width of the beam seal were simulated using the finite element method. An experimental study of beam seal verified the accuracy of the numerical results. Considering that the two sealing areas and the groove in … Show more

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Cited by 3 publications
(4 citation statements)
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“…21 To investigate the real contact area and the elastoplastic deformation of the contact with rough surfaces the microscopic finite element model (FEM) was utilized by Hyun et al 22 and Yong et al 23,24 In order to quantify the sealing performance based on the contact state, Yu et al 25,26 examined the microleakage channel inside the mechanical seal interfaces. Cui et al 27,28 developed a porous media leaking model to investigate the effect of microscopic surface topography on sealing performance. Although current methods are adequate for solving microscopic sealing problems, they can hardly take into account the multiscale factors included in the real sealing problem, acting as the boundary condition of the microscopic model.…”
Section: Introductionmentioning
confidence: 99%
“…21 To investigate the real contact area and the elastoplastic deformation of the contact with rough surfaces the microscopic finite element model (FEM) was utilized by Hyun et al 22 and Yong et al 23,24 In order to quantify the sealing performance based on the contact state, Yu et al 25,26 examined the microleakage channel inside the mechanical seal interfaces. Cui et al 27,28 developed a porous media leaking model to investigate the effect of microscopic surface topography on sealing performance. Although current methods are adequate for solving microscopic sealing problems, they can hardly take into account the multiscale factors included in the real sealing problem, acting as the boundary condition of the microscopic model.…”
Section: Introductionmentioning
confidence: 99%
“…Once the leakage of the hydraulic system, it will cause the instability of the aircraft's flight attitude, and even affect the control performance of the engine, wing, tail and other key parts, and then cause irreversible losses. Aviation hydraulic pipe joint is the hydraulic pump, valve, cylinder and other hydraulic components through the pipeline together to form a hydraulic system of basic hydraulic accessories [2]. As one of the leakage forms of hydraulic systems with important research significance, pipe joint seam leakage has important research value.…”
Section: Introductionmentioning
confidence: 99%
“…Ni et al [8] reconstructed the real seal contact interface obtained by experiments, and based on the fractal theory of porous media, established a theoretical model for calculating the leakage rate of dynamic and static ring contact mechanical seals that could consider the real seal contact interface, and gave the calculation method of interface characteristic parameters. Yu et al [2] based on the established three-dimensional seepage mesh model and porous media theory, used the finite element method to numerically simulate the average contact pressure and true contact width of the beam seal. The accuracy of the numerical results is verified by the experimental study of beam seal.…”
Section: Introductionmentioning
confidence: 99%
“…Next, in regard to the leakage rate, Yu et al [21,22] investigated the leakage channel within the mechanical seal interface to calculate the leakage rate. Cui et al [23,24] proposed a porous medium leakage model to explore the in uence of microscopic surface topography on sealing performance. Multiscale models were created when researchers discovered that microscopic models were unable to accurately predict the leakage rate in a multiscale environment when applied to practical problems with multiscale factors due to the in uence of mesoscopic and macroscopic factors [25,26].…”
Section: Introductionmentioning
confidence: 99%