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      섭동법에 의한 면진구조계의 동적 재해석

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      https://www.riss.kr/link?id=A45014718

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      다국어 초록 (Multilingual Abstract)

      In this study, a general perturbation method is presented to reanalysis dynamic response of base-isolated systems. The perturbation is expanded to general order and which provide the formulation of perturbed solutions. in which eigensolutions of non-modified system are treated as unperturbed solutions. The accuracy of present method is tested using a 2-DOF system with isolator, where the stiffness and damping coefficients of isolator are changed, respectively, The reanalyzed eigensolutions and response using perturbed solutions are successfully approached to exact ones after just first perturbation. Supposing the practical criterion as ±5% error, the modification range of -50%~30% from original system can be allowed for the first order perturbation. Using higher order solutions, the applicable range will be wide.<br/>
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      In this study, a general perturbation method is presented to reanalysis dynamic response of base-isolated systems. The perturbation is expanded to general order and which provide the formulation of perturbed solutions. in which eigensolutions of non-m...

      In this study, a general perturbation method is presented to reanalysis dynamic response of base-isolated systems. The perturbation is expanded to general order and which provide the formulation of perturbed solutions. in which eigensolutions of non-modified system are treated as unperturbed solutions. The accuracy of present method is tested using a 2-DOF system with isolator, where the stiffness and damping coefficients of isolator are changed, respectively, The reanalyzed eigensolutions and response using perturbed solutions are successfully approached to exact ones after just first perturbation. Supposing the practical criterion as ±5% error, the modification range of -50%~30% from original system can be allowed for the first order perturbation. Using higher order solutions, the applicable range will be wide.<br/>
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      목차 (Table of Contents)

      • Abstract
      • 1. 서론
      • 2. 면진구조계의 재해석 모델
      • 3. 동적응답의 재해석
      • 4. 수치해석 예
      • Abstract
      • 1. 서론
      • 2. 면진구조계의 재해석 모델
      • 3. 동적응답의 재해석
      • 4. 수치해석 예
      • 5. 결론
      • 참고문헌
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