• 제목/요약/키워드: 맞물림 강성

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Analysis of the Load Carrying Behavior of Shear Connection at the Interface of Encased Composite Beams (매입형 합성보의 전단합성거동에 대한 비교분석)

  • Shin, Hyun Seop;Heo, Byung Wook;Bae, Kyu Woong;Kim, Keung Hwan
    • Journal of Korean Society of Steel Construction
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    • v.20 no.1
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    • pp.67-79
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    • 2008
  • In this study, a bending test with three encased composite beams were carried out and analyzed using FEM in order to find how chemical adhesion, interface interlock, friction and composite action by shear studs contribute to stiffness, strength and composite action in the interface of encased compo site beams. The test and results of the FEM analysis showed that the difference in the ultimate moment capacity of the composite beams with and without studs is under 10%. The reason is that the effect of chemical adhesion, interface interlock, and friction in the interface on the composite action is so high that the encased beams have a moment capacity above some defined magnitude. Also, the increment of moment capacity up to plastic moment is not large and the increase of linearly proportioned.

Inelastic Analysis of Reinforced Concrete Structure Subjected to Cyclic Loads with Confining Effects of Lateral Tie (횡방향 철근의 구속효과를 고려한 반복하중을 받는 철근콘크리트 부재의 비탄성해석)

  • 유영화;최정호;신현목
    • Journal of the Earthquake Engineering Society of Korea
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    • v.2 no.1
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    • pp.79-93
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    • 1998
  • The eigenvalue problem is presented for the building with added viscoelastic dampers by using component mode method. The Lagrange multiplier formulation is used to derive the eigenvalue problem which is expressed with the natural frequencies of the building, the mode components at which the dampers are added, and the viscoelastic property of the damper. The derived eigenvalue problem has a nonstandard form for determining the eigenvalues. Therefore, the problem is examined by the graphical depiction to give new insight into the eigenvalues for the building with added viscoelastic dampers. Using the present approach the exact eigenvalues can be found and also upper and lower bounds of the eigenvalues can be obtained.

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