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A2026-04-21
Hollow Metal O-Rings, also known as hollow metal sealing rings or metal O-ring seals, are annular static sealing elements precision-formed from high-strength thin-walled seamless metal tubing. Their cross-section is typically circular (customizable to C-shaped, elliptical, etc.) and they are widely used in aerospace, nuclear power, petrochemical, semiconductor vacuum equipment, and high-temperature high-pressure valves. Compared with traditional rubber O-rings or solid metal gaskets, the most distinctive feature of hollow metal O-rings is their unique self-adaptive sealing principle: through the synergistic effect of tube wall elastic-plastic deformation and system pressure, they achieve full-process sealing from initial contact to pressure self-enhancement. This article focuses on the sealing principle of hollow metal O-rings, providing a professional and detailed technical analysis covering basic structure, working mechanism, deformation characteristics, pressure self-adaptive effect, comparison of different types, and design essentials.
The core of a hollow metal O-ring is a thin-walled hollow tubular structure, with wall thickness typically 0.1–0.5 mm and tube diameter 0.5–10 mm. During installation, it is placed in a metal groove and compressed by axial or radial preload. The sealing interface is primarily formed by the outer surface of the tube wall in contact with the groove or flange face.
In the initial state, the hollow tube has a circular cross-section. Under compression, the tube wall undergoes local flattening deformation, forming a sealing band of certain width in the contact zone. This deformation simultaneously generates initial contact stress (generally 5–50 MPa), which is sufficient to fill microscopic surface irregularities (Ra 0.8–1.6 μm) and achieve preliminary gas-tight or liquid-tight sealing.

(The above image is a schematic diagram of hollow metal O-ring compression deformation, clearly showing the change from original shape to compressed shape and stress distribution.)
The sealing principle of hollow metal O-rings can be divided into two stages:
1. Initial Compression Sealing Stage Preload is applied during installation (typical compression ratio 10%–35%), causing elastic deformation of the tube wall (partially entering the plastic zone). According to Hooke’s law and finite element analysis, contact stress σ mainly comes from the bending stiffness and resilience of the tube wall. At this stage, sealing relies on the metal’s elastic modulus (much higher than rubber) to maintain contact pressure, remaining effective even in low-temperature or high-vacuum environments without material aging.
2. System Pressure Self-Adaptive (Self-Energizing) Stage When internal system pressure increases, the sealing principle exhibits significant self-adaptive characteristics:
Finite element simulation shows that as compression δ increases from 0 to 0.9 mm, the Von Mises stress distribution shifts from uniform to concentrated in the contact zone, with contact width increasing by 20%–50%, significantly reducing leakage rate to the order of 10⁻⁹ mbar·L/s.

(The above image shows Von Mises stress cloud diagrams of metal O-rings under different compression amounts, clearly illustrating stress concentration and distribution changes during compression.)

(The above images show physical examples of different types of hollow metal O-rings and details of the perforated self-energized type.)
Sealing effectiveness depends on the following key factors:
Leakage rate is usually measured by Helium Mass Spectrometer detection, combined with contact stress models for prediction. In practical engineering, nonlinear contact simulation using ANSYS or ABAQUS is recommended to verify sealing reliability under different pressures and temperatures.

(The above image is a schematic diagram of O-ring compression ratio calculation; metal hollow O-ring design can refer to similar compression mechanisms.)
Advantages:
Limitations:
The core sealing principle of hollow metal O-rings lies in the synergistic self-adaptation of thin-walled tubular elastic deformation and system pressure. Initial compression provides basic sealing force, while the pressure self-energizing (or gas-filled compensation) mechanism achieves the dynamic response of “higher pressure, more reliable sealing.” This principle makes it one of the most reliable static sealing solutions for extreme conditions in aerospace, nuclear power, and petrochemical industries. For engineers, a deep understanding of its deformation characteristics, stress distribution, and self-tightening mechanism is key to groove optimization, material selection, and reliability design. In practical applications, it is recommended to combine finite element analysis, bench testing, and helium leak detection to ensure sealing performance meets design requirements.
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