2022
DOI: 10.1007/s11249-022-01573-8
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Fluid Leakage in Static Rubber Seals

Abstract: Interfacial surface roughness can result in fluid leakage of seals, and in the design of seals it is standard to give an upper limit for the surface root-mean-square (rms) roughness amplitude $$h_\text{rms}$$ h rms . However, $$h_\text{rms}$$ h rms is determined mainly by the long-wavelength roughness, which is (nearly) irre… Show more

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Cited by 14 publications
(11 citation statements)
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“…For typical materials, fluid flows easily within interfacial gaps between the rough surfaces, and the suction needed to drive the flow is small or undetectable. This situation is well illustrated by the lack of suction from the silicone control, which highlights how difficult it can be to seal an interface, even using very soft viscoelastic materials. , By contrast, the development of significant interfacial tension in the case of cartilage is itself evidence of effective interfacial sealing.…”
Section: Resultsmentioning
confidence: 99%
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“…For typical materials, fluid flows easily within interfacial gaps between the rough surfaces, and the suction needed to drive the flow is small or undetectable. This situation is well illustrated by the lack of suction from the silicone control, which highlights how difficult it can be to seal an interface, even using very soft viscoelastic materials. , By contrast, the development of significant interfacial tension in the case of cartilage is itself evidence of effective interfacial sealing.…”
Section: Resultsmentioning
confidence: 99%
“…While interstitial (or poroelastic) suction is often described as a natural consequence of pull-off for biphasic materials, , it implies a sealed interface. Effective sealing is extremely challenging to accomplish due to the ease of fluid flow through gaps between the rough surfaces. , Cartilage is soft, but it is also rough on the scale of 1–10 μm . Thus, the fluid should prefer to flow through the micron-scale gaps between surfaces (paths of least resistance) rather than the nanoscale pores within the tissue. , The resulting interfacial suction force ( F s ) can be modeled as a squeeze film and depends on fluid viscosity (η), contact radius ( a ), retraction rate (δ̇), and mean gap height ( h ).…”
Section: Methodsmentioning
confidence: 99%
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“…As a crucial component of the aviation hydraulic system pipeline, the sealing performance of ared pipe joints plays a vital role in the security and reliability of aircraft [4,5]. A ne contact status at the seal ring is required to prevent the pressure uid from leaking, whose formation is in uenced by multiscale factors during assembly [6,7].…”
Section: Introductionmentioning
confidence: 99%
“…Thus assuming only elastic deformations the area of real contact depends mainly on the rms-slope ξ. Similarly, the leakage of seals is mainly dependent on ξ in contrast to the general assumption that the rmsroughness amplitude h rms is most important, and often used in design criteria [17]. The interfacial contact stiffness K depends mainly on the h rms , unless the applied pressure is so high as to result in nearly complete contact, or so low as to result in contact with just a few of the highest asperities.…”
mentioning
confidence: 99%