• 제목/요약/키워드: Trapezoid

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等溫 - 擴散 等邊사다리꼴 홈 Cavity 의 輻射放射率 特性 에 관한 硏究 (A Study on the Radiant Emission Characteristics of Isothermal and Diffuse Equi-Lateral Trapezoid Groove Cavity)

  • 박희용;이승호
    • 대한기계학회논문집
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    • 제7권3호
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    • pp.294-300
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    • 1983
  • The purpose of this study is to investigate the radiant emission characteristics of diffuse equi-lateral trapezoid groove cavity for the case of uniform surface temperature. The theoretically developed results for the apparent emissivity are presented and the values of apparent emissivity for the trapezoid groove cavity were compared with those of the V-groove cavity. In the experimental part of this study, the test models were manufactured from 100x 100x 15mm copper plates on which the equi-lateral trapezoid cavities were grooved. The inclined angles of the groove were 30,45 and 60 degrees and the ratio of groove depth to base surface width varied from 1 to 5 for each inclined angle. As a result of this work, it was found that the trapezoid groove cavity was more general form of V-groove and the apparent emissivity of trapezoid groove cavity was greater than that of V-groove cavity. The resulting equation for the apparent emissivity in the trapezoid groove cavity was valid for the angles greater than 40 degrees.

충돌분류계에서 사다리형 로드를 이용한 열전달증진에 관한 연구 (A Study on the Heat Transfer Enhancement by Trapezoid Rod in Impinging Jet System)

  • 임태수;금성민;이창언
    • 대한기계학회:학술대회논문집
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    • 대한기계학회 2001년도 춘계학술대회논문집D
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    • pp.565-571
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    • 2001
  • The objective of this study was to investigate the characteristics of air flow and heat transfer caused by trapezoid rods array in impinging air jet system. In this study, trapezoid rods have been set up on front of flat plate to act as a turbulence promoter. Local Nusselt numbers were determined as a function of three parameters: (a) the space from rods to heating surface(C=1, 2, 4mm), (b) the pitch between each rods(P=30, 40, 50mm), (c) the distance from nozzle exit to flat plate(H/B=2, 6, 10). And this research compared the above with the experiment without trapezoid rods. As a result, heat transfer performance was best under the condition of C=1mm and as the pitch is 30mm. In this case, maximum rate of heat transfer augmentation is about 1.9 times greater compared to that without trapezoid rods.

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충돌제트계에서 사다리형 로드 배열에 의한 열전달촉진에 관한 연구 (Heat Transfer Enhancement by Trapezoid Rod Array in Impinging Jet System)

  • 임태수;금성민
    • 대한기계학회:학술대회논문집
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    • 대한기계학회 2001년도 추계학술대회논문집B
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    • pp.260-267
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    • 2001
  • The objective of this study was to investigate the characteristics of jet flow and heat transfer caused by trapezoid rods array in impinging jet system. In this study, trapezoid rods have been set up in front of flat plate to serve as a turbulence promoter. The bottom width of trapezoid rod was W=4, 8mm and oblique angle were $80^{\circ}$. The space from rods to the heating surface was C=1, 2, 4mm, the pitch between each rods was P=30, 40, 50mm, and the distance from nozzle exit to flat plate was H=100, 500mm. This results were compared with the case without trapezoid rods. As a result, when rods are installed in front of the impinging plate, the acceleration of the jet flow and the eddies due to the rods seem to contribute to the heat transfer enhancement. Among test conditions, the heat transfer performance was best for the condition of W=8mm, C=1mm, P=30mm and H/B=10. The maximum heat transfer rate is about 1.9 times larger than that without trapezoid rods.

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충돌제트계에서 사다리형 로드 배열에 의한 열전달 및 유동특성 (Heat Transfer and Flow Characteristics by Trapezoid Rod Array in Impinging Jet System)

  • 금성민
    • 설비공학논문집
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    • 제13권9호
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    • pp.904-913
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    • 2001
  • The objective of this study was to investigate the characteristics of jet flow and heat transfer caused by trapezoid rods array in impinging jet system. In this study, trapezoid rods have been set up in front of flat plate to serve as a turbulence promoter. The bottom width of trapezoid rod was W=4, 8 mm and oblique angle were 80$^{\circ}$. The space from rods to the heating surface was C=1, 2, 4 mm, the pitch between each rods was P=30, 40, 50 mm, and the distance from nozzle exit to flat plate was H=100, 500 mm. This results were compared with the case without trapezoid rods. As a result, when rods are installed in front of the impinging plate, the acceleration of the jet flow and the eddies due to the rods seem to contribute to the heat transfer enhancement. Among test conditions, the heat transfer performance was best for the condition of W=8 mm, C=1 mm, P=30 mm and H/B=10. The maximum heat transfer rate is about 1.9 times larger than that without trapezoid rods.

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FRACTIONAL TRAPEZOID AND NEWTON TYPE INEQUALITIES FOR DIFFERENTIABLE S-CONVEX FUNCTIONS

  • Fatih Hezenci;Huseyin Budak;Muhammad Aamir Ali
    • 호남수학학술지
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    • 제45권1호
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    • pp.160-183
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    • 2023
  • In the present paper, we prove that our main inequality reduces to some trapezoid and Newton type inequalities for differentiable s-convex functions. These inequalities are established by using the well-known Riemann-Liouville fractional integrals. With the help of special cases of our main results, we also present some new and previously obtained trapezoid and Newton type inequalities.

장주기파에 효율적인 부유식방파제에 대한 연구 I: 사다리꼴과 요철 단면형상에 대하여 (A Study on the Long-Wave Effective Floating Breakwater I: On Trapezoid and Prominence Cross Section)

  • 김도영;안용호
    • 한국해양공학회지
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    • 제15권1호
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    • pp.7-11
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    • 2001
  • In this paper, trapezoid sections and prominence sections were examined to improve the performance of floating breakwater in long waves. The linear potential theory is used and the boundary element method with a matching boundary is employed for numerical computation. The effects of the side slope of the trapezoid section and the geometry ratio of the prominence section on the floating breakwater were examined. It was found that trapezoid sections show lower transmission coefficients than the rectangular sections in the long wave range. In prominence sections the size of the sides are more important than the size of the top. Proper choices of the pontoon type geometry may move the local minimum point of the wave transmission coefficient toward the longer wave ranges and improve the performance of the floating breakwater in the long wave range for a given wave period.

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2차원 충돌 분류계에서 사다리형 로드 배열에 의한 열전달 촉진 효과 (A Study on the Heat Transfer Enhancement by Trapezoid Rod Arrays in 2-Dimensional Impinging Jet System)

  • 임태수;금성민;이창언
    • 대한기계학회논문집B
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    • 제25권11호
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    • pp.1659-1666
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    • 2001
  • The objective of this study was to investigate the characteristics of air flow and heat transfer caused by trapezoid rods array in impinging air jet system. Trapezoid rods have been set up on front of flat plate to act as a turbulence promoter. Local Nusselt numbers were determined as a function of three parameters : (a) the space from re(Is to heating surface(C=1, 2, 4mm), (b) the pitch between each rods(P=30, 40, 50mm), (c) the distance from nozzle exit to flat plate(H/B=2, 6, 10). The measurements were compared with those of the experiment without trapezoid rods. As a result, when rods are installed in front of the impinging palate, the acceleration of the flow and the eddies due to the rods seem to contribute to the heat transfer enhancement. Heat transfer performance was best under the condition of C=1mm and as the pitch is 30mm. The maximum rate of heat transfer augmentation is about 1.9 times greater compared to that without trapezoid rods.

Dienes의 수학학습이론에 따른 사다리꼴의 넓이 학습에서 학생들이 구성한 예 공간 분석 (An Analysis of Example Spaces Constructed by Students in Learning the Area of a Trapezoid based on Dienes' Theory of Learning Mathematics)

  • 오민영;김남균
    • 한국수학교육학회지시리즈C:초등수학교육
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    • 제24권4호
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    • pp.247-264
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    • 2021
  • 사다리꼴의 넓이는 수학적 사고와 역량을 기를 수 있는 중요한 개념이지만 다수의 학생은 사다리꼴의 넓이 공식을 도구적으로 이해하는 경향이 있다. 이러한 문제를 해결하는 실마리를 Dienes의 수학학습이론과 Watson과 Mason의 예 공간 개념에서 찾을 수 있었다. 본 연구는 사다리꼴의 넓이 교수학습에 관한 시사점을 얻고자 Dienes의 수학학습이론에 따른 사다리꼴의 넓이 학습에서 학생들이 구성한 예 공간을 분석하였다. 분석 결과, 학생들이 구성한 수학학습단계별 예 공간은 놀이 단계의 사다리꼴 변형에 대한 예 공간, 비교·표현 단계의 공통점 표현에 대한 예 공간, 기호화·형식화 단계의 사다리꼴 넓이 식에 대한 예 공간이었다. 단계별 예 공간을 구성하는 예의 종류, 생성, 비중, 관련성을 분석하고 예 공간의 구조를 맵으로 도식화하였다. 단계별 예 공간의 일반적인 예, 특수한 예, 관례적인 예를 분석하고 실제 사다리꼴의 넓이 교수학습실행에서 예와 예 공간을 활용하는 방안을 논의하였다. Dienes의 수학학습이론에 따른 사다리꼴의 넓이 학습수행의 유의미함을 논의하였고 본 연구의 내용은 사다리꼴의 넓이 학습의 한 모델이 될 수 있다.