• Title/Summary/Keyword: 회복변형

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Observation of Dislocation Structures in IN 617 During Cyclic and Stress Reduced Deformation at 1073K (1073K에서 IN 617의 반복주기변형과 회복변형에 따른 전위구조의 관찰)

  • An, Seong-Uk
    • Korean Journal of Materials Research
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    • v.5 no.3
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    • pp.261-267
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    • 1995
  • IN 617의 시편으로 1073K의 온도와 107과 180 MPA의 응력에서 $\varepsilon$=0.18까지 정압크\ulcorner을 한 직후 107 MPa로 응력을 낮추고 (응력강하시험), 또 다른 시편에는 180 ↔ 0.2 MPa의 응력으로 각각 17초씩 반복주기변형을 수행하여 정압크\ulcorner 변형시의 크\ulcorner곡선과 비교를 하엿다. 그 결과 IN 617 의 반복주기변형에서는 변형속도둔화(CCD)가 발생함을 알 수 있었고, 응력강하와 반복변형시험은 모두 거의 같은 모양의 회복 크\ulcorner곡선을 나타내었다. 이러한 회복 크\ulcorner은 아결정립크기와 자유전위밀도로서 그 회복기구를 설명할수 있었다.

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Evaluation of the Resilient and Permanent Behaviors of Cohesive Soils (점성토의 회복 및 영구변형 특성 평가)

  • SaGong, Myung;Kim, Dae-Hyeon;Choi, Chan-Yong
    • Journal of the Korean Society for Railway
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    • v.11 no.1
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    • pp.61-68
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    • 2008
  • Resilient modulus has been used for characterizing the stress-strain behavior of subgrade soils subjected to traffic loadings. With the recent release of the M-E Design Guide, highway agencies are further encouraged to implement the resilient modulus test to improve subgrade design. The subgrade design for the trackbed, however, is primarily relying on the static test results such as $K_{30}$ and deformation modulus, Ev. Therefore applicability of the resilient modulus for the design of trackbed needs to be evaluated. In this study, physical property tests, unconfined compressive tests and resilient modulus tests were conducted to assess the resilient and permanent strain behavior of 14 cohesive subgrade soils. A predictive model for estimating the resilient modulus is proposed based on the results of unconfined compressive tests and tangent elastic modulus, unconfined compressive strength, failure strain, secant modulus at peak, and yield strain. The predicted resilient moduli using the predictive models compared satisfactorily with measured ones. Although the permanent strain occurs during the resilient modulus test, the permanent behavior of subgrade soils is currently not taken into consideration.

Effect of Stress-Dependent Modulus and Poisson's Ratio on Rutting Prediction in Unbound Pavement Foundations (도로기초의 Rutting 예측에 미치는 응력의존 탄성계수와 포와송비의 영향)

  • Park, Seong-Wan
    • Journal of the Korean Geotechnical Society
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    • v.23 no.3
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    • pp.15-24
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    • 2007
  • This paper will present a simple approach (or predicting layer deformation of unbound pavement materials with stress-dependent material properties. The approach is based on an uncoupled formulation in which the resilient and deformation response of unbound materials are considered separately. As a result, an uncoupled approach incorporating a resilient stiffness and Poisson's ratio model is able to simulate field measured deformation in pavement foundations. In addition, a sensitivity analysis is conducted to identify the significant factors in the stress-dependent modulus and Poison's ratio model. The predicted trends of deformation from this analysis are presented and discussed.

Repeated Load Triaxial Tests on Unbound Geomaterials in Pavement Foundations (반복재하시험에 의한 도로기초의 변형특성 평가)

  • Park, Seong-Wan;Hwang, Kyu-Young
    • International Journal of Highway Engineering
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    • v.10 no.1
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    • pp.49-62
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    • 2008
  • This paper presents the results of a study that was performed to evaluate the characteristics of deformation under repeated loadings in unbound geomaterials of pavements. Two important parameters, resilient and permanent deformation were estimated using the repeated load triaxial test. In addition, the effects of different stress state and environmental conditions with various materials were evaluated. Due to the locking mechanism and resiliency of unbound geomaterials, a consistent increase in permanent deformation on unbound geomaterials was observed and the asymptotic condition is slightly reached. In conclusion, the results show that selected models and parameters are satisfactory to predict permanent deformations after a certain number of loadings.

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Prediction of Resilient Deformation and Stress-Dependent Behaviors on Geomaterials in Pavement Foundation (도로기초 지반재료의 회복변형 및 응력의존 예측)

  • Park, Seong-Wan;Hwang, Kyu-Young
    • International Journal of Highway Engineering
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    • v.10 no.1
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    • pp.63-74
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    • 2008
  • Resilient deformation characteristics on unbound pavement materials have been adopted for design and nonlinear analysis of pavement structure under traffic loadings. However, relatively few studies have been done on the nonlinear resilient behavior of unbound pavement materials in Korea. In addition, only the limited information is available for estimating the resilient modulus values on unbound materials. In this study, a laboratory resilient-deformation test under repeated loadings is performed in order to fud a proper constitutive model that correlates the resilient modulus with stress state from field condition. Finally, a finite element analysis is conducted for evaluating the nonlinear characteristics of unbound materials. and the pavement performance respectively.

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Evaluation of Healing Properties of Asphalt Mixtures (아스팔트 혼합물의 손상회복 특성 평가)

  • Kim, Boo-Il
    • International Journal of Highway Engineering
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    • v.7 no.2 s.24
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    • pp.69-76
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    • 2005
  • While the repeated traffic loading accumulates the damage of asphalt pavement, the damage has being healed during rest periods. And then, this healing enhances the fatigue life of asphalt pavement. A method was developed to determine the healing rate of asphalt mixture in terms of recovered dissipated creep strain energy (DCSE) per unit time, and the healing properties of four different asphalt mixtures were evaluated. The test procedure consists of repeated loading test and periodical resilient modulus tests. A normalized healing rate in terms of $DCSE/DCSE_{applied}$ was defined to evaluate the healing properties independently of the amount of damage incurred in the mixture. From the test results, it was concluded that the healing rates of asphalt mixtures were increased exponentially as the temperature was increased and more affected by the structural characteristics of mixture such as asphalt content than the binder characteristics such as the polymer modification.

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Brief Historic Review and contemporary Topics of Interest on Plasticity Momelling (소성 모델링의 간략한 역사적 고찰과 현대의 관심분야)

  • 소한욱
    • Computational Structural Engineering
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    • v.5 no.4
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    • pp.5-12
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    • 1992
  • 고체역학의 구성은 크게 탄성론과 소성론(혹은 비탄성론)으로 나눌 수 있다. 전자는 회복가능한 변형을 후자는 회복불가능한 변형을 다루며, 이 두 이론은 응력과 변형의 실험적 관찰에 기초하기 때문에 거시적인 현상론의 성격을 갖고 있다. 체계적으로 잘 정리되어있는 탄성론과는 달리, 소성범위안에서의 복잡한 응력-변형도 관계는 종종 소성론으로 설명되지 않는다. 이점이 많은 연구자들 사이에 완전한 의견의 일치를 보지 못하고 있는 원인이나, 지난 수십년 동안 소성론의 기본틀에 대한 많은 진전이 있었다. 본 고에서는 소성론의 역사에 대한 "간략한" 역사적 고찰과 탄소성 "대변위"를 연구하는 현 역학사회의 관심의 촛점을 소개하고자 한다.

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Rheological Characteristics of Polyaniline Suspension as an Electrorheological Fluid (전기유변유체로서의 폴리아닐린 현탁액의 유변학적 특성)

  • 권무현
    • The Korean Journal of Rheology
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    • v.7 no.3
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    • pp.203-210
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    • 1995
  • 전기장 하에서 폴리아닐린/미네랄 오일 현탁액의 유변학적 특성에 관한 실험적인 연 구를 큐엣 셀 형태의 레오미터를 사용하여수행하였다. 폴리아닐린 현탁액은 전기장을 가해 줄 때 점도가 크게 상승하는 현상을 보였고 부피분율과 전기장의 3/2승에 비례하는 동적 항 복응력을 나타내었다. 작은 변형 진폭의 동적 상태 실험을 통하여 저장계수와 손실계수를 변형진폭, 변형의 구동 주파수 및 전기장의 함수로 나타내었다. 저장계수는 전기장을 증가시 킬 때 증가하나 손실계수(5wt%)는 약한 전기장 의존성을 보였다. 낮은 응력을 가해줄때의 크립과 회복곡선은 초기의 순간적인 변형 증가와 지연되는 변형 그리고 회복 불가능한 영구 적 변형으로 구성되어진다. 탄성 한계 항복응력은 전기장의 세기가 증가함에 따라 증가하였 다. 매우 작은 변형에서는 응력과 변형사이의 선형적 관계를 보여 고체와 유사한 거동을 나 타내었다.

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A selective recovery scheme considering the size of spatial object in spatial database system (공간 데이터베이스 시스템의 공간 데이터 크기에 의한 선별적 회복 기법)

  • Kim, Myung-Keun;Kim, Sung-Hee;Cho, Sook-Kyoung;Kim, Jae-Hong;Bae, Hae-Young
    • Annual Conference of KIPS
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    • 2001.04a
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    • pp.89-92
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    • 2001
  • 본 논문에서는 공간 데이터베이스 시스템의 공간 데이터 크기에 의한 선별적 회복 기법을 제안하고자 한다. 기존의 대용량 데이터베이스를 위한 회복 관리 기법에는 쉐도우 기법과 변형된 로그 기법이 쓰여지고 있다. 쉐도우 기법은 물리적 응집과 잠금 경쟁 문제가 있으며, 변형된 로그 기법은 공간 데이터의 가변 크기 특성에 대한 고려가 없기 때문에 디스크 입출력이 빈번히 발생하는 문제가 있다. 본 논문에서 제안하는 회복 기법은 공간데이터 크기에 따라 각각 다른 회복 기법을 적용하여, 로그 파일에 기록되는 로그의 양을 줄이며, 또한 트랜잭션 철회시 회복 연산으로 인한 시스템의 부하를 줄이는 장점을 갖는다.

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Analysis of Permanent Deformation under Repetitive Load Based on Degraded Secant Modulus (할선탄성계수를 이용한 반복하중 하 지반의 영구변형 해석)

  • Ahn, Jaehun;Oh, Jeongho;Shin, Hosung
    • Journal of the Korean Geotechnical Society
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    • v.29 no.2
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    • pp.15-21
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    • 2013
  • The analysis of long-term performance of pavement sections under wheel loads is normally conducted in two separated steps. First the resilient behavior of the pavement is calculated assuming the pavement is a layered or discrete elastic medium, and then the permanent deformation is evaluated based on empirical permanent displacement equations. Material properties required in both steps can be obtained from cyclic triaxial tests, in other words, resilient and permanent deformation tests. While this analytical approach is simple and convenient, it does not consider the modulus degradation caused by cyclic loads, and some types of reinforcements such as geosynthetic cannot be modeled in this type of analysis. A model for degraded secant modulus is proposed and suggested to be used for the analysis of permanent behavior of unpaved roadway sections. The parameter for suggested model can be obtained from cyclic triaxial tests, regular practice in pavement engineering. Examples to estimate the model parameters are presented based on both laboratory permanent deformation test and large-scale plate load test.