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A Study on Properties of Sensitivity Analysis on Convex Quadratic Programming (볼록이차계획법을 위한 감도분석의 특성 연구)

  • Lim Sungmook
    • Proceedings of the Korean Operations and Management Science Society Conference
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    • 2004.10a
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    • pp.221-224
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    • 2004
  • 본 논문에서는 볼록이차계획법을 위한 감도분석의 특성을 분석한다. 이를 위해, 볼록이차계획법을 위한 ${\epsilon}$-감도분석 방법, 최적분할에 의한 감도분석 방법, Yildirim-Todd의 감도분석 방법 등을 유도한다. ${\epsilon}$-감도분석의 경우, 내부점방법의 전개상 얻어지는 계산량을 활용할 수 있도록 유도하여 실용성을 높인다. 또한, 선형계획법을 위한 Yildirim-Todd의 감도분석 방법을 볼록이차계획법에 적합하도록 확장하고, ${\epsilon}$-감도분석의 범위와의 관계성을 분석한다. 마지막으로 Yildirim-Todd의 방법과 최적분할에 의한 감도분석 방법 간의 관계를 규명한다.

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연계전력계통에서의 시간오차 및 수수에너지오차의 교정법에 관하여

  • 권세혁
    • 전기의세계
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    • v.35 no.1
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    • pp.20-26
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    • 1986
  • 시간오차 및 수수에너지오차의 교정방법은 많은 전력회사(또는 제어지역)이 한개의 대전력계통으로 동작하는 경우에 적용되는 것이므로 단일 회사의 전력계통에는 적용할 수 없다. 다만 한 전력회사계통도 수개의 제어지역으로 나누어질 수도 있으므로 수개의 제어지역이 Tie-line Bias control에 의하여 동작하는 경우에는 적용된다.(a) 시간오차 및 수수에너지오차를 한개 벡터의 두 성분으로 보고, 이를 하나의 제어지역i와 나머지 제어지역의 성분으로 분해가능하다. (b) 벡터 Decomposition은 2차원 Cartesian평면에 도시할 수 있으며 이를 (.epsilon., Ii)평면이라고 하였다. 이 평면에서 Ii=(-Br/6).epsilon.상에 있고, 나머지 제어지역이 지역i에 미치는 벡터성분은 선분 Ii=(Bi/6).epsilon. 상에 있다. (c) 제어지역i단독 또는 나머지 제어지역의 control action이 지역i의 시간오차 및 수수에너지오차에 미치는 영향을 관찰하고 현행 NERC 교정법도 이에 따라 도시하였다. (d) 현행 NERC교정법을 수정한 교정법을 제시하였으며, 두가지 교정법의 Regulation에너지를 비교하고 예시하였다.

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Implement of Time Series Forcasting System Using the Wavelet Transform and Descending Epsilon Learning Method (웨이브렛 변환과 Descending Epsilon 학습방법을 이용한 시계열 예측)

  • Yun, Na-Mi;Jeong, Yu-Jeong;Lee, Kee-Jun;Chung, Chae-Young
    • Proceedings of the Korea Information Processing Society Conference
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    • 2000.10b
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    • pp.1425-1428
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    • 2000
  • 본 논문에서는 빠르고 정확하게 기후를 예측, 분석하기 위해 웨이브렛 변환을 통해 Data의 특징을 추출하고 이를 신경망의 입력값으로 사용하는 기상예측시스템은 제안하였다. 또한 학습이 잘되지 않는 패턴에 대한 집중적인 학습을 수행할 수 있는 Epsilon Descending 학습방법을 사용하여 정확도를 상승시켰다. 예측실험결과 웨이브렛 변환을 데이터의 전처리 과정에 삽입한 제안 기상예측시스템이 기존의 신경망만을 통한 기상예측시스템에 비해 예측능력면에서 훨씬 더 우수함을 보였다.

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A Study on Numerical Analysis for Heat Transfer and Flow Characteristics in a Ribbed Tube (열교환기 내 리브드 튜브의 열전달 및 유체유동에 관한 수치 해석적 연구)

  • Jeon, Jeong-Do;Jeon, Eon-Chan;Jeung, Hui-Gyun;Lee, Chi-Woo
    • Journal of the Korean Society of Manufacturing Process Engineers
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    • v.10 no.6
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    • pp.134-139
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    • 2011
  • This study was conducted on the characteristics of fluid flow and heat transfer in the ribbed tube used for a steam power plant. It was assumed that the air is incompressible and therefore, its density is not variable according to temperature. In addition, the gravity was ignored. A commercial code of computational fluid dynamics was used and standard k-$\epsilon$ model was used together with the energy equation included to calculate heat transfer. As Reynolds No. was low at the velocity distribution in the axial direction, the air reached hydro-dynamically fully developed region shortly but high Reynolds No. yielded late full hydro-dynamic development. The velocity distribution and non-dimensional temperature distribution were all physically reasonable and thus had a good agreement with the experimental result.

GENERALIZED DOMINOES TILING'S MARKOV CHAIN MIXES FAST

  • KAYIBI, K.K.;SAMEE, U.;MERAJUDDIN, MERAJUDDIN;PIRZADA, S.
    • Journal of applied mathematics & informatics
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    • v.37 no.5_6
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    • pp.469-480
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    • 2019
  • A generalized tiling is defined as a generalization of the properties of tiling a region of ${\mathbb{Z}}^2$ with dominoes, and comprises tiling with rhombus and any other tilings that admits height functions which can be ordered into a distributive lattice. By using properties of the distributive lattice, we prove that the Markov chain consisting of moving from one height function to the next by a flip is fast mixing and the mixing time ${\tau}({\epsilon})$ is given by ${\tau}({\epsilon}){\leq}(kmn)^3(mn\;{\ln}\;k+{\ln}\;{\epsilon}^{-1})$, where mn is the area of the grid ${\Gamma}$ that is a k-regular polycell. This result generalizes the result of the authors (T-tetromino tiling Markov chain is fast mixing, Theor. Comp. Sci. (2018)) and improves on the mixing time obtained by using coupling arguments by N. Destainville and by M. Luby, D. Randall, A. Sinclair.

Machined Surface Plastic Strain in Orthogonal Cutting by Subsequent Recrystallizations Technique (연속재결정법에 의한 2차원 절삭가공면의 소성스트레인에 관한 연구)

  • Iino, Y.;Kim, T.Y.;Mun, S.D.
    • Journal of the Korean Society for Precision Engineering
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    • v.13 no.4
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    • pp.61-66
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    • 1996
  • The subsequent recrystallizations technique, and experimental strain measurement method by use of recrystallization phenomena, has been successfully applied for the observation of machined surface plastic zones with equivalent plastic strain .epsilon. .geq. 0.5, 0.12 and 0.02 of type 304 stainless steel. The depth of the zone with .epsilon. .geq. 0.5 is very small, 10-15 .mu. m, while those with .epsilon. .geq. 0.12 are 100-200 .mu. m and 200-450 .mu. m, respectively. The depths increase with increasing depth of cut and with decreasing rake angle. The relation between the depth of the zones and the cutting paramenters is shown. The deformation state ahead of the quick-stop cut was also well visualized by the technique.

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Genesis of the acidic metavolcanic rocks distributed around the Chungju iron deposit in the Gyemyeongsan Formation (계명산층 내의 충주 철광상 주변에 분포하는 산성 변성화산암의 성인)

  • Park Maeng-Eon;Kim Gun-Soo;Park Kye-Hun
    • The Journal of the Petrological Society of Korea
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    • v.14 no.3 s.41
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    • pp.169-179
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    • 2005
  • Acidic metavolcanic rocks distributed around the Chungju iron deposit show significantly high abundances of rare earth elements and high field strength elements. Relatively high ${\epsilon}_{Nd}$(0) values and lack of negative Nb anomaly suggest that assimilation of crustal material is not involved in their generation. They are plotted within the within-plate environment according the tectonic discrimination diagrams. Such geochemical characteristics are very similar to the acidic metavolcanic rocks of Munjuri Formation. They also show geochemical characteristics of Al-type magma of Eby (1992). All such diagnostic characters indicate differentiation of mantle-derived magma produced from the rift environment, related to the breakup of continent. In contrast to the alkali granites and the rare metal deposit both having age of c. 330 Ma, Sm-Nd isotopic data of the acidic metavolcanic rocks do not form well defined isochron. However, the alkali granites reveal low ${\epsilon}_{Nd}$(0) values, while the acidic metavolcanic rocks and the rare metal deposit both have significantly higher ${\epsilon}_{Nd}$(0) values. Considering such differences, we propose following generation hypothesis: The acidic metavolcanic rocks around Chungju iron deposit was erupted at 750 Ma as rest of the acidic metavolcanic rocks of Gyemyeongsan and Munjuri Formations. About 330 Ma ago, partial melting of existing Al-type igneous materials and some old crustal materials produced alkali granite. The rare metal deposit was also produced by redistribution of related materials within the acidic volcanics due to hydrothermal activities occurred at the same time. Sm-Nd isotopic systematics of the acidic metavolcanic rocks were disturbed during the regional metamorphic event at ca. 280 Ma.

Computation of Turbulent Flows in Swirl Combustor (동축의 선회류들이 배합되는 연소기내 난류유동의 수치해석)

  • 백석철;김광용
    • Transactions of the Korean Society of Mechanical Engineers
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    • v.10 no.4
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    • pp.511-518
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    • 1986
  • 본 연구에서는 난류모델로는 기존의 K-.epsilon.모델과 LPS방법으로 수정된 K-.epsilon. 모 델을, 수치적 Scheme으로는 Hybrid Difference Scheme과 Skew-upwind Difference Sc- heme을 사용하여 그 결과를 각각 비교하였다.

HARMONIC CONJUGATES OF WEIGHTED HARMONIC BERGMAN FUNCTIONS ON HALF-SPACES

  • Nam, Kye-Sook;Yi, Heung-Su
    • Communications of the Korean Mathematical Society
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    • v.18 no.3
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    • pp.449-457
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    • 2003
  • On the setting of the upper half-space of the Euclidean space $R^{n}$, we show that to each weighted harmonic Bergman function $u\;\epsilon\;b^p_{\alpha}$, there corresponds a unique conjugate system ($upsilon$_1,…, $upsilon_{n-1}$) of u satisfying $upsilon_j{\epsilon}\;b^p_{\alpha}$ with an appropriate norm bound.

Asymptotics of a class of markov processes generated by $X_{n+1}=f(X_n)+\epsilon_{n+1}$

  • Lee, Oe-Sook
    • Journal of the Korean Statistical Society
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    • v.23 no.1
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    • pp.1-12
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    • 1994
  • We consider the markov process ${X_n}$ on R which is genereated by $X_{n+1} = f(X_n) + \epsilon_{n+1}$. Sufficient conditions for irreducibility and geometric ergodicity are obtained for such Markov processes. In additions, when ${X_n}$ is geometrically ergodic, the functional central limit theorem is proved for every bounded functions on R.

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