• 한국콘크리트학회:학술대회논문집
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• 한국콘크리트학회 2001년도 가을 학술발표회 논문집
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• pp.941-946
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• 2001

The objectives of this study are to investigate effective stiffness of Rectangular reinforced concrete bridge columns. It is reasonable to use yielding effective stiffness of columns in seismic bridge design, especially in case that plastic hinges form at the bridge columns. In this study, the material nonlinear analysis was conducted for 3, 240 column sections of which variables were the concrete compressive stress, the steel yielding stress, the longitudinal steel location parameter, the longitudinal steel ratio, the axial load level, and the diameter of section. Based on the analytical results, an effective stiffness including two variables(longitudinal steel ratio and axial load ratio) was proposed by regression analyses, and it is compared with test results and the proposed equation for yielding effective stiffness of circular bridge columns.

• 한국산림과학회지
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• 제108권1호
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• pp.50-58
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• 2019

우리나라에서 발생된 땅밀림지의 지형특성을 분석하여 땅밀림지에 대한 지형적인 기초자료를 제공하기 위하여 실시하였다. Aspect ratio가 1.00 미만인 땅밀림지는 전체 37개소 중 17개소(약 46.0 %)로 0.37 ~ 0.92의 범위를 나타내었다. 또한 Aspect ratio가 2.00 미만인 경우는 전체 37개소 중 36개소(약 97.0 %)이었다. 종단형상비가 1.00 미만인 땅밀림 지역은 총 37개소 중 15개소(약 41.0 %)이었으며, 1.00 이상인 땅밀림지는 22개소(약 59.0 %)이었다. 우리나라에서 발생한 전체 37개소의 땅밀림지 중 평면형지형은 말발굽형이 가장 많은 것으로 나타났다. 또한 미세지형은 철(凸)상대지상 지형이 가장 많은 것으로 나타났다. 땅밀림지역의 미세지형의 등고선 간격을 평균한 결과 29.4(9.5 ~ 83.2)m이었으며, 땅밀림지 내에서 미세지형을 제외한 땅밀림지 내의 평균등고선 간격은 24.3(14.4 ~ 59.4)m로 미세지형이 5.1(4.9 ~ 23.8)m 더 넓게 나타났다. 우리나라에서 발생한 땅밀림지 내에서 미세지형의 평균 등고선 간격과 미세지형을 제외한 평균 등고선 간격의 T-test 분석 결과 5 % 수준에서 유의한 것으로 나타났다.

• 대한조선학회지
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• 제11권1호
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• pp.9-16
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• 1974

To contribute towards more accurate estimation of the virtual inertia coefficient for the horizontal vibration of ships, three dimensional correction factor $J_H$ for the added mass of finitely long elliptic prismatic bars in horizontal vibration in a free surface of an ideal fluid are calculated. In the problem formulation Dr. T. Kumai's quasi-finite length concept[1,11,12] is employed. Now that, in Dr. Kumai's work[1] for the horizontal vibration the mathematical model was a circular cylinder, the principal aim of the authors' work is to investigate the influence of the beam-draft ratio B/T on $J_H$. The numerical results of this work are shown in Fig.3 graphically, from which we may recognize that the influence of B/T on $J_H$ is remarkable as much as that of the length-draft ratio L/T(refer to Fig.1 also). In Fig.3 the curves for B/T=2.00 are of those based on Dr. Kumai's result[1]. On the other hand, the experimental data obtained by Burril et al.[9] for the horizontal vibration of finitely long prismatic bars of various cross-section shapes are compared with the theoretical added mass coefficients defined by combination of the authors' $J_H$ from Fig.3 and two dimensional coefficients $C_H$ obtained by Lewis form approximation for the corresponding sections. They are in reasonable correspondence with each other as shown in Fig.2. Finally, considering that the longitudinal profile of full-form ship's hull is well resembled to that of an elliptic cylinder and that the influences of other factors such as the sectional area coefficient and the shape of section contour itself can be well merged in the two dimensional added mass coefficient, the authors recommend that the data given in Fig.3 may be successfully adopted for the three dimensional correction factor the added mass in the horizontal vibration of hull-form ships.