• Structural Engineering and Mechanics
• /
• 제39권1호
• /
• pp.47-75
• /
• 2011

An accurate substructural synthesis method including random responses synthesis, frequency-response functions synthesis and mid-order modes synthesis is developed based on rigorous substructure description, dynamic condensation and coupling. An entire structure can firstly be divided into several substructures according to different functions, geometric and dynamic characteristics. Substructural displacements are expressed exactly by retained mid-order fixed-interfacial normal modes and residual constraint modes. Substructural interfacial degree-of-freedoms are eliminated by interfacial displacements compatibility and forces equilibrium between adjacent substructures. Then substructural mode vibration equations are coupled to form an exact-condensed synthesized structure equation, from which structural mid-order modes are calculated accurately. Furthermore, substructural frequency-response function equations are coupled to yield an exact-condensed synthesized structure vibration equation in frequency domain, from which the generalized structural frequency-response functions are obtained. Substructural frequency-response functions are calculated separately by using the generalized frequency-response functions, which can be assembled into an entire-structural frequency-response function matrix. Substructural power spectral density functions are expressed by the exact-synthesized substructural frequency-response functions, and substructural random responses such as correlation functions and mean-square responses can be calculated separately. The accuracy and capacity of the proposed substructure synthesis method is verified by numerical examples.

• Journal of Mechanical Science and Technology
• /
• 제19권10호
• /
• pp.1891-1901
• /
• 2005

Recently the authors tried to find damage position only using measured frequency response functions. According to their work, it seems that the algorithm is very practical since it needs only measured frequency responses while other methods require exact analytic model. But when applying the method to a real structure, it requires lots of experiment. The authors, in this time, propose a method to reduce its experimental load by detecting damage within a substructure. This method searches damages not within an entire structure but within substructures. In addition, damage severity was treated in this paper since it is worthy to know damage severity. Optimization technique is used to estimate damage level using measured responses and damage model. Two test examples, a plate and a jointed structure, are chosen to verify the suggesting method.

• 한국해양공학회지
• /
• 제25권2호
• /
• pp.7-14
• /
• 2011

Numerical simulations were performed for the evaluation of wave and current loads on a fixed cylindrical substructure model for an ocean wind turbine using the ANSYS-CFX package. The numerical wave tank was actualized by specifying the velocity at the inlet and applying momentum loss as a wave damper at the end of the wave tank. The Volume-Of-Fluid (VOF) scheme was adopted to capture the air-water interface. An accuracy validation of the numerical wave tank with a truncated vertical circular cylinder was accomplished by comparing the CFD results with Morison's formula, experimental results, and potential flow solutions using the higher-order boundary element method (HOBEM). A parametric study was carried out by alternately varying the length and amplitude of the wave. As a meaningful engineering application, in the present study, three kinds of conditions were considered, i.e., cases with current, waves, and a combination of current and progressive waves, passing through a cylindrical substructure model. It was found that the CFD results showed reasonable agreement with the results of the HOBEM and Morison's formula when only progressive waves were considered. However, when a current was included, CFD gave a smaller load than Morison's formula.

• 대한기계학회논문집A
• /
• 제39권8호
• /
• pp.823-830
• /
• 2015

구조최적설계는 구조물의 성능 개선을 추구하며, 최근에는 구조최적설계는 항공기와 같이 복잡하고 대형인 구조물의 설계에 적용되고 있다. 해석의 정확도를 높이기 위해 유한요소의 수가 증가하는 추세이나 이는 설계 비용의 증가로 이어진다. 이에 부분구조합성법으로써 구분모드합성법이 해석시간 단축을 위해 종종 사용되어 왔다. 본 연구에서는 구조물의 동적특성을 고려하고 해석의 정확도는 유지하면서, 설계에 소요되는 시간과 비용을 줄일 수 있는 설계방법을 제안한다. 제안한 방법은 등가정하중을 이용한 동적응답 최적설계에, 부분구조합성법을 적용하여 설계영역만을 고려한 구조최적설계를 수행하는 것이다. 제안한 방법의 유용성 검증을 위하여 선형 및 비선형 동적응답 최적설계의 예제를 풀이하고, 그 결과에 대해 토의한다.

• 콘크리트학회지
• /
• 제13권5호
• /
• pp.69-76
• /
• 2001

• 한국섬유공학회:학술대회논문집
• /
• 한국섬유공학회 2001년도 학술발표회 논문집(Proceedings of the Korean Textile Conference)
• /
• pp.229-232
• /
• 2001

• 대한토목학회논문집
• /
• 제7권2호
• /
• pp.45-57
• /
• 1987

지진하중(地震荷重)에 대한 구조물(構造物)의 동적(動的) 거동(擧動)은 지반(地盤)의 특성(特性)에 따라 현저한 차이(差異)를 나타내게 되는데 이러한 현상(現象)을 동적(動的) 지반(地盤)-구조물(構造物) 상호작용(相互作用)이라고 한다. 지반(地盤)-구조물(構造物) 상호작용(相互作用)의 해석방법(解析方法)은 크게 직접법(直接法)과 부분구조법(部分構造法)으로 구분되며, 이 중 부분구조법(部分構造法)은 직접법(直接法)에 비하여 해석방법(解析方法)은 간편하지만 매입구조물(埋入構造物)이나 층상지반상(層狀地盤上) 구조물(構造物)에 대한 해석 시 많은 제약(制約)을 받게 된다. 본 논문(論文)에서는 원친적으로 반무한탄성체지반상(半無限彈性體地盤上) 구조물(構造物)에만 효과적으로 적용(適用)할 수 있는 부분구조법(部分構造法)을 적절히 응용(應用)하여 매입구조물(埋入構造物) 혹은 층상지반상(層狀地盤上) 구조물(構造物)에도 적용할 수 있는 방법을 제시(提示)하였으며, 직접법(直接法)에 의한 해석프로그램인 FLUSH의 해석결과와 비교(比較) 검토(檢討)하여 그 타당성(妥當性)을 입증(立證)하였다.

• 한국지진공학회논문집
• /
• 제2권1호
• /
• pp.1-10
• /
• 1998

동적 지반-구조물해석과정에는 수많은 불확실성 요소가 내재되어 있다. 이러한 요소는 입력운동의 정의, 지반-구조물시스템의 모델작성, 해석기법 등에 포함된다. 이 논문은 점탄성 층상지반상의 원자로건물의 지진응답에 대한 매개변수해석을 수행한 결과를 제시한 것이다. 많은 매개변수 중에 입력운동의 정의위치, 구조물의 묻힘정도, 상부토층의 두께와 지반의 강성을 선택하여 지진응답에 미치는 영향을 중점적으로 이 연구에서 다루었다. 해석방법은 진동수에 무관한 지반임피던스를 사용하는 부분구조법인 시간영역에서의 모드중첩법이다. 지반-구조물시스템의 모드감쇠값은 각 모드에 대해 변형에너지에 대한 소멸에너지의 비를 구하여 결정되었다. 이 연구결과로부터 부분구조법에 의한 지반-구조물상호작용해석법의 실용적 이용에 참고할 수 있는 지진응답에 미치는 각 파라메터의 민감도가 제시되었다.

• Structural Engineering and Mechanics
• /
• 제67권4호
• /
• pp.359-368
• /
• 2018

In this paper, a method is presented to identify the physical and modal parameters of multistory shear building based on substructural technique using block pulse generalized operational matrix and genetic algorithm. The substructure approach divides a complete structure into several substructures in order to significantly reduce the number of unknown parameters for each substructure so that identification processes can be independently conducted on each substructure. Block pulse functions are set of orthogonal functions that have been used in recent years as useful tools in signal characterization. Assuming that the input-outputs data of the system are known, their original BP coefficients can be calculated using numerical method. By using generalized BP operational matrices, substructural dynamic vibration equations can be converted into algebraic equations and based on BP coefficient for each story can be estimated. A cost function can be defined for each story based on original and estimated BP coefficients and physical parameters such as mass, stiffness and damping can be obtained by minimizing cost functions with genetic algorithm. Then, the modal parameters can be computed based on physical parameters. This method does not require that all floors are equipped with sensor simultaneously. To prove the validity, numerical simulation of a shear building excited by two different normally distributed random signals is presented. To evaluate the noise effect, measurement random white noise is added to the noise-free structural responses. The results reveal the proposed method can be beneficial in structural identification with less computational expenses and high accuracy.

• 한국항공운항학회지
• /
• 제14권1호
• /
• pp.28-35
• /
• 2006

Substructure coupling or component mode synthesis may be employed in the solution of dynamic problems for large, flexible structures. The model is partitioned into several subdomains, and a generalized Craig-Bampton representation is derived. In this paper the mode sets (normal modes, constraint modes) is employed for model reduction. A generalized model reduction procedure is described. Vaious reduction methods that use constraint modes is described in detail. As examples, a flexible structure and a 10 DOF damped system are analyzed. Comparison with a conventional reduction method based on a complete model is made via eigenpair and dynamic responses.