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    광탄성실험 하이브리드 법에 의한 곡률반경을 가진 D-ring의 접촉거동에 관한 연구

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    다국어 초록 (Multilingual Abstract) kakao i 다국어 번역

    Sealing part is very important part in the machine element such as rocket propulsion, air-plane parts, hydraulic parts for high pressure etc.. When the function of sealing part in high pressure device is lost, big fracture or disaster occurs. In this study D-ring with curvature radius (=0.7mm) was developed. When the D-ring with curvature radius was under uniform squeeze rate and internal pressure, the contact behaviors of the D-ring with curvature radius were studied in this research. Contact stress components (σ<SUB>xx</SUB> σ<SUB>yy</SUB>) of upper side and lower side are constant with contact length and order of their magnitude is σ<SUB>x</SUB> σ<SUB>y</SUB> τ<SUB>xy</SUB>. Magnitude of σ<SUB>x</SUB> and σ<SUB>y</SUB> is increased with the increment of internal pressures but magnitude of τ<SUB>xy</SUB> has not same trend with internal pressures and contact lengths. Magnitude of σ<SUB>x</SUB> is almost identical to that of σ<SUB>y</SUB>. Magnitude of τ<SUB>xy</SUB> is very small compared to the that of σ<SUB>x</SUB> and σ<SUB>y</SUB>.
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    Sealing part is very important part in the machine element such as rocket propulsion, air-plane parts, hydraulic parts for high pressure etc.. When the function of sealing part in high pressure device is lost, big fracture or disaster occurs. In this ...

    Sealing part is very important part in the machine element such as rocket propulsion, air-plane parts, hydraulic parts for high pressure etc.. When the function of sealing part in high pressure device is lost, big fracture or disaster occurs. In this study D-ring with curvature radius (=0.7mm) was developed. When the D-ring with curvature radius was under uniform squeeze rate and internal pressure, the contact behaviors of the D-ring with curvature radius were studied in this research. Contact stress components (σ<SUB>xx</SUB> σ<SUB>yy</SUB>) of upper side and lower side are constant with contact length and order of their magnitude is σ<SUB>x</SUB> σ<SUB>y</SUB> τ<SUB>xy</SUB>. Magnitude of σ<SUB>x</SUB> and σ<SUB>y</SUB> is increased with the increment of internal pressures but magnitude of τ<SUB>xy</SUB> has not same trend with internal pressures and contact lengths. Magnitude of σ<SUB>x</SUB> is almost identical to that of σ<SUB>y</SUB>. Magnitude of τ<SUB>xy</SUB> is very small compared to the that of σ<SUB>x</SUB> and σ<SUB>y</SUB>.

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    목차 (Table of Contents)

    • Abstract
    • 1. 서론
    • 2. 기초 이론
    • 3. 실험 및 실험방법
    • 4. 실험결과 및 고찰
    • Abstract
    • 1. 서론
    • 2. 기초 이론
    • 3. 실험 및 실험방법
    • 4. 실험결과 및 고찰
    • 5. 결론
    • 참고문헌
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