• 대한기계학회논문집A
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• 제24권11호
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• pp.2853-2865
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• 2000

During the curing process of thick glass/epoxy laminates, a substantial amount of temperature lag and overshoot at the center of the laminates is usually experienced due to the large thickness and low thermal conductivity of the glass/epoxy composites. Also, it takes a longer time for full and uniform consolidation. In this work, temperature, degree of cure and consolidation of a 20 mm thick unidirectional glass/epoxy laminate were investigated using an experiment and a 3-dimentional numerical analysis. From the experimental and numerical results, it was found that the experimentally obtained temperature profile agreed well with the numerical one, and the cure cycle recommended by the prepreg manufacturer should be modified to prevent a temperature overshoot and to obtain full consolidation.

• 한국지반공학회:학술대회논문집
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• 한국지반공학회 2000년도 봄 학술발표회 논문집
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• pp.467-474
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• 2000

The application of Terzaghi's theory of consolidation for analysing the settlement of multi-layered soils is not strictly valid because the theory involves an assumption that the soil is homogeneous. The settlement of stratified soils with confined aquifer can be analysed using numerical techniques whereby the governing differential equation is replaced by 2-dimensional finite difference approximations. The problems of discontinuous layer interface are very important in the algorithm and programming for the analysis of multi-layered consolidation using a numerical analysis, finite difference method(F.D.M.). Better results can be obtained by the process for discontinuous layer interface, since it can help consolidation analysis to model the actual ground The purpose of this paper provides an efficient computer algorithm based on numerical analysis using finite difference method(F.D.M) which account for multi-layered soils with confined aquifer to determine the degree of consolidation and excess pore pressures relative to time and positions more realistically.

• 한국지반공학회논문집
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• 제19권6호
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• pp.299-306
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• 2003

준설토지반은 보통 연약지반에 비해 상당히 큰 압밀침하가 발생하기 때문에 압밀과정 중 층 두께의 변화가 크다. Mikasa는 층 두께의 변화를 고려하는 더욱 합리적인 압밀계산법을 연구 발표하였으나 아직 국내 현장에서 많이 활용되고 있지 않은 실정이다. 본 연구에서는 100%, 120%, 133%, 150%의 함수비를 갖는 준설토 지반에 대해 Rowe cell 압밀시험기를 이용한 시험을 수행하여 준설토의 압밀특성을 분석하였으며, 층 두께의 변화를 고려하지 않는 경우와 층 두께의 변화를 고려하는 경우 각각 압밀계수를 구하여 비교하였다. 또한 실제 현장 예를 상정하여 압밀기간을 구하여 보았는데, 그 결과 압밀기간은 층 두께의 변화를 고려한 Mikasa 이론의 경우가 그렇지 않은 Terzaghi이론의 경우보다 짧게 산정되었다. 그리고, 더욱 정확한 결과를 주는 Mikasa이론이 실용적으로 이용될 수 있도록 압밀계산법에 대해 자세히 언급하였다.

• 한국지반신소재학회논문집
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• 제21권2호
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• pp.1-9
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• 2022

최근 환경적 문제로 공유수면 매립사업이 감소추세에 있으나 매립사업의 특성상 일률적인 지표로 환경성을 평가하는 데 한계가 있다. 이 연구에서는 공유수면 매립지의 토질역학적 침하거동 인자를 활용하여 폐석회 매립시설의 침하 안정성을 분석하였다. 1차 압밀특성 인자로부터 폐석회는 압밀이 진행중인 점토특성과 유사함을 확인하였다. 매립지 지층을 얇은 토목섬유 보강재로 보강된 층상구조로 가정하고, Westergaard 방법에 따른 응력증가량을 이용하여 침하량을 예측하였다. 압밀도에 따른 침하량을 예측한 결과 연약지반의 표층이 토목섬유로 보강된 경우 보강되지 않은 경우보다 응력증가량이 40% 감소하는 것으로 나타났다. 또한, 폐석회의 소성지수와 내부마찰각의 상관관계를 이용하여 점토와 폐석회의 압밀거동 특성을 비교하였다. 공유수면 매립지내 폐석회는 압밀이 진행중인 상태이므로 장기적으로 침하는 더 증가하는 경향을 보일 것으로 예측되었다.

• 한국농공학회논문집
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• 제60권3호
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• pp.63-70
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• 2018

In this study, a simple probabilistic approach using equivalent coefficient of consolidation ($c_e$) was proposed to consider the spatial variability of coefficient of vertical consolidation ($c_v$), and the effect of the probability distribution of coefficient of consolidation on degree of consolidation in heterogeneous soil was investigated. The statistical characteristics of consolidation coefficient were estimated from 1,226 field data, and four probability distributions (Normal, Log-normal, Gamma, and Weibull) were applied to consider the effect of probability distribution. The random fields of coefficient of consolidation were generated based on Karhunen-Loeve expansion. Then, the equivalent coefficient of consolidation was calculated from the random field and used as the input value of consolidation analysis. As a result, the probabilistic analysis can be performed effectively by separating random field and numerical analysis, and probabilistic analysis was performed using a Latin hypercube Monte Carlo simulation. The results showed that the statistical properties of $c_e$ were changed by the probability distribution and spatial variability of $c_v$, and the probability distribution of $c_v$ has considerable effects on the probabilistic results. There was a large difference of failure probability depend on the probability distribution when the autocorrelation distance was small (i.e., highly heterogeneous soil). Therefore, the selection of a suitable probability distribution of $c_v$ is very important for reliable probabilistic analysis of consolidation.

• 농업과학연구
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• 제25권2호
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• pp.225-234
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• 1998

연직 드레인의 이론식에서 교란효과와 배수저항에 관련된 변수들을 변화시켜 구한 이론곡선과 현장의 실측자료를 쌍곡선, Curve Fitting, Asaoka, Monden방법에 의한 압밀도곡선을 비교 분석하여 다음과 같은 결론을 얻었다. 1. 쌍곡선방법에 의한 압밀도곡선은 Curve Fitting, Asaoka, Monden방법에 의한 압밀도곡선과 비교할 때 압밀도가 과소하게 나타났다. 2. 현장 실측자료로부터 역산한 수평방향 압밀계수($C_h$)와 실내 시험에서 구한 수직 방향 압밀계수($C_v$)의 전체적인 범위는 교란효과와 배수저항을 무시하는 이상적인 경우에서는 $C_h=(0.5{\sim}2.5)C_v$, 교란효과와 배수저항을 고려한 경우에는 $C_h=(2{\sim}3)C_v$의 범위로 나타났다. 3. 역해석에 의한 교란된 지역의 투수계수란된 지역의 투수계수($K_s$)는 비교란지역의 수직투수계수($K_v$)의 1/2로, 교란지역의 직경($d_s$)은 Mendrel직경($d_m$)의 2배일 때 실측침하량에 의한 압밀도 곡선과 유사하게 나타났다. 4. 연직배수재 설계에 따른 배수저항의 영향은 직경감소가 커질수록 압밀이 지연되는 경향을 보였고, 드레인의 투수계수가 작은 경우가 큰 경우 보다 영향이 더 큰 것으로 나타났다. 따라서 감소 직경을 사용하는 설계법은 교란효과와 배수저항의 영향을 고려하는 것이 합리적이다.

• Geomechanics and Engineering
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• 제18권3호
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• pp.299-313
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• 2019

This research investigated the nonlinear compressibility, permeability, the yielding due to structural degradation and their effects on consolidation behavior of structured soft soils. Based on oedometer and hydraulic conductivity test results of natural and reconstituted soft clays, linear log (1+e) ~ $log\;{\sigma}^{\prime}$ and log (1+e) ~ $log\;k_v$ relationships were developed to capture the variations in compressibility and permeability, and the yield stress ratio (YSR) was introduced to characterize the soil structure of natural soft clay. Semi-analytical solutions for one-dimensional consolidation of soft clay under time-dependent loading incorporating the effects of soil nonlinearity and soil structure were proposed. The semi-analytical solutions were verified against field measurements of a well-documented test embankment and they can give better accuracy in prediction of excess pore pressure compared to the predictions using the existing analytical solutions. Additionally, parametric studies were conducted to analyze the effects of YSR, compression index (${\lambda}_r$ and ${\lambda}_c$), and permeability index (${\eta}_k$) on the consolidation behavior of structured soft clays. The magnitude of the difference between degree of consolidation based on excess pore pressure ($U_p$) and that based on strain ($U_s$) depends on YSR. The parameter ${\lambda}_c/{\eta}_k$ plays a significant role in predicting consolidation behavior.

• 농업과학연구
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• 제28권2호
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• pp.108-115
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• 2001

연약지반의 심도를 고려한 합리적인 압밀도 산정 방법을 제시하기 위하여 연약층이 비교적 얕은 지역인 서해안 지역과 연약지반 깊이로 압밀도를 비교 분석한 결과를 요약하면 다음과 같다. 1. 연약지반 심도가 얄은 지역에서 Barron과 Yoshikuni방법은 압밀도를 크게 평가하는 것으로 나타났고, Hansbo와 Onoue방법을 적용할 경우 압밀계수는 $C_h=C_v$로 선정하는 것이 합리적으로 판단된다. 2. 연약지반 심도가 깊은 지역에서 Barron과 Yoshikuni방법을 적용할 경우 압밀계수는 $C_h=C_v$로 선정하며, Hansbo와 Onoue 방법에서는 $C_h=(2{\sim}3)C_v$로 선정하는 것이 합리적으로 판단된다. 3. Hansbo와 Onoue방법에 의한 교란지역 투수계수($k_s$)의 영향범위는 연약지반 심도가 얕은 지역에서는 $k_s=(1/3)k_v$를 적용하고, 심도가 깊은 지역에서는 $k_s=(1{\sim}1/2)k_v$를 적용하는 것이 실측치와 일치하는 것으로 나타났다. 4. Hansbo와 Onoue방법에서 드레인에 의한 교란 영역의 범위는 연약지반 심도가 얕은 경우는 ds=(3~5)dm 범위로 적용하고, 심도가 깊은 경우는 ds=2dm으로 적용하는 것이 실측치와 일치하는 것으로 나타났다.

• 산업기술연구
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• 제28권B호
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• pp.91-99
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• 2008

Applicability of existing methods of predicting consolidation settlement was assessed by analyzing results of centrifuge tests modelling self-weight consolidation of soft marine clay. From extensive literature review about self-weight consolidation of soft marine clays located in southern coast in Korea, constitutive relationships of void ratio-effective stress-permeability and typical self-weight consolidation curves with time were obtained by centrifuge model experiments. For the condition of surcharge loading, exact solution of consolidation settlement curve was obtained by Terzaghi's consolidation theory and was compared with the results predicted by currently available methods such as Hyperbolic method, Asaoka's method, Hoshino's method and ${\sqrt{S}}$ method. All methods were found to have their own inherent error to predict final consolidation settlement. From results of analyzing the self-weight consolidation with time by using those methods, Asaoka's method predicted the best. Hyperbolic method predicted relatively well in error range of 2~24% for the case of showing the linearity in the relationship between T vs T/S in the stage of consolidation degree of 60~90 %. For the case of relation curve of T vs $T/S^2$ showing the lineality after the middle stage, error range from Hoshino method was close to those from Hyperbolic method. However, Hoshino method is not able to predict the final settlement in the case of relation curve of T vs $T/S^2$ being horizontal. For the given data about self-weight consolidation after the middle stage, relation curve of T vs T/S from ${\sqrt{S}}$ method shows the better linearity than that of T vs $T/{\sqrt{s}}$ from Hyperbolic method.

• 한국지반공학회:학술대회논문집
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• 한국지반공학회 2010년도 춘계 학술발표회
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• pp.495-508
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• 2010

Vertical drains are commonly used to accelerate the consolidation process of soft soils, such as dredged materials. The installation of vertical drain provides a radial drainage path to water in the deposit soil in addition to the vertical direction. An estimation of time rate of settlement is considerably complicated when vertical drains are installed to enhance consolidation process of dredged material because the vertical drains are commonly installed before self-weight consolidation is ceased. In this paper, the vertical drain theory developed by Barron(1948) is applied to analyze the non-linear consolidation behavior considering radial drainage. The overall average degree of self-weight consolidation of the dredged soil under the condition that the water is drained in both radial and vertical directions is estimated using the Carillo(1942) formula. In addition, the Morris(2002) theory and the one-dimensional non-linear finite strain numerical model, PSDDF, are applied to analyze the self-weight consolidation in case of only the vertical drainage is considered. The new analysis approach proposed herein can simulate properly the time rate of the self-weight consolidation of dredged materials that is facilitated with vertical drains.