• 제목/요약/키워드: Dynamic Fatigue Constant

검색결과 22건 처리시간 0.017초

인장하중을 받는 아스팔트 혼합물의 점탄소성 모형의 개발 (Development of ViscoElastoPlastic Continuum Damage (VEPCD) Model for Response Prediction of HMAs under Tensile Loading)

  • ;;서영국;이광호
    • 대한토목학회논문집
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    • 제28권1D호
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    • pp.45-55
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    • 2008
  • 아스팔트 혼합물의 거동을 정확하게 예측하기 위하여 점탄소성 연속체 손상모형(이하 점탄소성 모형)을 개발하였다. 본 논문에서는 인장조건에서 점탄소성 모형의 개발과 4가지 혼합물(일반 밀입도, SBS, CR-TB, Terpolymer)을 이용한 모형의 검증과정을 다루고 있다. 모형 개발을 위해서 실내시험으로 측정한 아스팔트 혼합물의 전체 응답을 점탄성과 점소성 성분으로 구분하여 분석하였다. 점탄성 연속체 손상모형으로는 미세균열이 지배적인 상태에서 아스팔트 혼합물의 시간 의존적 거동을 해석하고, 고온 혹은 저속 하중 조건에서 발생한 영구변형(시간 종속과 비종속 성분을 모두 포함)은 점소성 모형으로 해석하였다. 변형률 분해 원리에 근거하여 각각의 모형을 통합하여 점탄소성 연속체 손상모형(VEPCD)을 개발하였다. 모형의 변수 결정을 위해서 직접인장시험을 수행하고 각각의 혼합물에 대한 선형 점탄성은 동탄성계수와 시간-온도 전이계수 그리고 위상각의 주곡선으로 정의하였다. 개발된 점탄소성 모형의 예측 성능을 평가하기 위하여 두 종류의 실내시험 실시하고 그 결과를 분석하였다 : 1) 단일 변형률 인장 시험, 2) 임의 하중조건을 모사한 피로 시험.

한국 어린이 및 청소년의 폐환기능에 관한 연구 - 특히 표준치 예측 수식에 관하여 - (Studies on the Ventilatory Functions of the Korean Children and Adolescents, with Special References to Prediction Formulas)

  • 박해근;김광진
    • The Korean Journal of Physiology
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    • 제9권2호
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    • pp.7-15
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    • 1975
  • The maximum breathing capacity (MBC) and the maximum mid-expiratory flow rate (MMF) are widely used in evaluation of the ventilatory function, among various parameters of pulmonary function. The MBC volume is the amount of gas which can be exchanged per unit time during maximal voluntary hyperventilation. Performance of this test, unlike that of single breath maneuvers, is affected by the integrity of the respiratory bellows as a whole including such factors are respiratory muscle blood supply, fatigue, and progressive trapping of air. Because of this, the MBC and its relation to ventilatory requirement correlates more closely with subjective dyspnea than does any other test. The MMF is the average flow rate during expiration of the middle 50% of the vital capacity. The MMF is a measurement of a fast vital capacity related to the time required for the maneuver and the MMF relates much better to other dynamic tests of ventilatory function and to dyspnea than total vital capacity, because the MMF reflects the effective volume, or gas per unit of time. Therefore, it is important to have a prediction formula with one can compute the normal value for the subject and the compare with the measured value. However, the formulas for prediction of both MBC and MMF of the Korean children and adolescents are not yet available in the present. Hence, present investigation was attempt to derive the formulas for prediction of both MBC and MMF of the Korean children and adolescents. MBC and MMF were measured in 1,037 healthy Korean children and adolescents (1,035 male and 1,002 female) whose ages ranged from 8 to 18 years. A spirometer (9L, Collins) was used for the measurement of MBC and MMF. Both MBC and MMF were measured 3times in a standing position and the highest values were used. For measurement, the $CO_2$ absorber and sadd valve were removed from the spirometer in order to reduce the resistance in the breathing circuit and the subject was asked to breathe as fast and deeply as possible for 12 seconds in MBC and to exhale completely as fast as possible after maximum inspiration for MMF. During the measurement, investigator stood by the subject to give a constant encouragement. All the measured values were subsequently converted to values at BTPS. The formulas for MBC and MMF were derived by a manner similar to those for Baldwin et al (1949) and Im (1965) as function of age and BSA or age and height. The prediction formulas for MBC (L/min, BTPS) and MMF (L/min, BTPS) of the Korean children and adolescents as derived in this investigation are as follows: For male, MBC=[41.70+{$2.69{\times}Age(years)$}]${\times}BSA$ $(m^{2})$ MBC=[0.083+{$0.045{\times}Age(years)$}]${\times}Ht$ (cm) For female, MBC=[45.53+{$1.55{\times}Age(years)$}]${\times}BSA$ $(m^2)$ MBC=[0.189+{$0.029{\times}Age(years)$}]${\times}Ht$ (cm) For male, MMF= [0.544+{$0.066{\times}Age(years)$}]${\times}Ht$ (cm) For female, MMF=[0.416+{$0.064{\times}Age(years)$}]${\times}Ht$ (cm)

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