• The Journal of Korean Institute of Communications and Information Sciences
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• v.25 no.12B
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• pp.1979-1987
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• 2000

다중 경로 감쇄 채널 환경에서 순방향 DS-CDMA 송수신기의 성능은 사용자에 할당된 확산 수열의 특성에 따라 영향을 받는다. DS-CDMA의 수신기 비트 오류 확률 (BER) 성능은 수신단에서의 신호 대 간섭전력비 (SIR)의 함수로서, 사용자 확산 수열로 왈시 부호와 같은 직교 수열을 사용한 직교 확산 방식과 임의의 랜덤 수열로 사용한 랜덤 확산 방식에서의 수신 신호 간섭 전력은 상이한 특성을 가진다. 이 논문에서는 채널 부호를 사용하지 않은 경우와 길쌈 부호를 사용한 경우에 대해 두 시스템에서의 수신 심벌 SIR을 유도한 뒤 몬테 카를로 분석을 통해 이론적인 BER 성능을 구하고, 전산 모의 실험을 통해 이러한 분석의 타당성을 확인한다. 위상 지연이 동일한 다른 사용자 신호들로 인한 간섭 전력의 상승으로 인해 랜덤 확산 방식은 직교 확산 방식에 비해 성능이 크게 떨어진다. 경로수가 증가함에 따라 이러한 성능 차이는 감소하나 경로수가 많은 경우에도 2배 이상의 사용자 용량 차이가 발생한다.

• Journal of KIISE:Software and Applications
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• v.32 no.6
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• pp.523-531
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• 2005

Existing methods for color image segmentation using diffusion can't preserve contour information, or noises with high gradients become more salient as the number of times of the diffusion increases, resulting in over-segmentation when applied to watershed. This paper proposes a method for color image segmentation by applying morphological operations together with nonlinear diffusion For an input image, transformed into LUV color space, closing by reconstruction and nonlinear diffusion are applied to obtain a simplified image which preserves contour information with noises removed. With gradients computed from this simplified image, watershed algorithm is applied. Experiments show that color images are segmented very effectively without over-segmentation.

• Journal of Korean Society of Coastal and Ocean Engineers
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• v.15 no.2
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• pp.71-79
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• 2003

The estimation functions were proposed for calculating diffusion coefficient, chloride binding, and evaporable water. The program estimating chloride ion penetration was developed on the basis of these functions and the effects of humidity, curing temperature, water-cement ratio, and $C_3$A on chloride penetration were analyzed. The relative humidity increases the depth of chloride ion penetration and the trend becomes greater with aging. On the contrary, the influence of curing temperature on chloride ion penetration decreases with aging. By the way, the rise of $C_3$A in cement increases total chloride concentration on the surface as the bound chloride concentration increases but it decreases total chloride concentration on the inner part as the diffusion velocity of free chloride decreases. The fall of water-cement ratio decreases the chloride penetration depth rapidly. Therefore, the reduction of water-cement ratio may be the most effective method for reducing of the steel corrosion by chloride penetration.

• Proceedings of the Korea Water Resources Association Conference
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• 2015.05a
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• pp.169-169
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• 2015

유사 입자의 크기는 유사의 특성 및 그에 따른 거동 변화에 중요한 영향을 미친다. Stokes 침강 속도 모형에서 유사의 침강 속도에 가장 많은 영향을 주는 인자는 유사의 크기인 것 또한 확인된다. 유사 입자의 크기가 약 $60{\mu}m$보다 작은 유사들은 알갱이 사이의 점착력을 무시할 수 없다. 이로 인해 유사들은 응집 현상을 겪으며 입자 본래의 크기보다 크기가 큰 플럭을 형성하는 점착성 유사로 분류된다. 응집 현상이란, 흐름 내 점착성을 띠는 일차입자(Primary Particle)가 응집과 파괴를 반복하며 플럭을 형성하는 현상을 뜻한다. 입자 간의 충돌을 통해 응집이 진행되며 난류 전단으로 인해 형성된 플럭의 파괴가 발생한다. 많은 연구에서 점착성 유사의 충돌을 야기하는 가장 지배적인 원리는 난류라 알려져 있다. 이러한 응집 현상으로 인하여 플럭의 크기와 밀도는 지속적으로 변화를 겪으며 비점착성 유사와 다른 특징들을 보인다. 흐름에 존재하는 유사의 이동은 이송-확산 방정식을 통해 표현된다. 이송-확산 방정식은 시간 변화에 따른 농도의 변화를 입자의 침강과 난류 및 유사 자체의 특징에 의한 확산으로 해석한다. 침강속도로 대변되는 이송과 달리, 확산은 난류흐름 내에서 유사가 확산되는 정도를 정량화하기 위한 인자가 요구된다. 난류에 의한 유사의 확산은 유사 자체 특성에 따른 물질 확산에 비하여 매우 큰 값을 가지며, 이를 확산 계수로 개념화 한다. 확산계수는 와점성계수와 Schmidt 수(${\sigma}_c$)의 비로 정의된다. ${\sigma}_c$는 난류의 점성과 난류로 인한 부유과정에 의해 유사가 확산되는 정도를 나타낸다. 이에 따라 ${\sigma}_c$의 변화가 유사의 부유 및 침강거동에 많은 영향을 미칠 것이라 판단되나, 국내외에서 수행된 연구 동향에서는 ${\sigma}_c$를 0.5부터 1.0 사이의 상수를 적용하여 수행되었다. 이에 본 연구에서는 ${\sigma}_c$의 크기에 따라 달라지는 유사의 부유 및 침강 변화에 의한 총 부유량을 살펴보고자 한다. 유사의 점착성을 고려할 수 있는 1DV 수치 모형을 이용하여 비점착성 유사와 점착성 유사를 대상으로 수치연구를 수행하며, 유사의 크기 및 ${\sigma}_c$의 변화에 따른 총 부유량 경향을 살펴본다. 그 결과, 점착성 유사는 ${\sigma}_c$의 증가에 따라서 유사의 총 부유량이 증가하는 현상이 나타난 반면 비점착성 유사는 ${\sigma}_c$의 증가에 따라 유사의 총 부유량이 감소하는 경향이 나타났다. 그러나 크기가 아주 작은 비점착성 유사를 대상으로 수치 연구를 수행한 결과, ??에 따른 총 부유량의 경향은 유사의 점착성에서 기인하는 것이 아닌 입자의 크기로부터 야기되는 특성이라는 결론이 도출되었다.

• Journal of the Korea Concrete Institute
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• v.15 no.6
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• pp.778-784
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• 2003

The carbonation of concrete is one of the major factors that cause durability problems in concrete structures. The rate of carbonation depends largely upon the diffusivity of carbon dioxide in concrete. The purpose of this study is to identify the diffusion coefficients of carbon dioxide for various concrete mixtures. To this end, several series of tests have been planned and conducted. The test results indicate that the diffusion of carbon dioxide reached the steady-state within about five hours after exposure. The diffusion coefficient increases with the increase of water-cement ratio and decreases with the increase of relative humidity at the same water-cement ratio. The content of aggregates also influences the diffusivity of carbon dioxide in concrete. It was found that the diffusion coefficient of cement paste is larger than that of concrete or mortar. The experimental study of carbon dioxide diffusivity in this study will allow more realistic assessment of carbonation depth in concrete structures.

• Information Systems Review
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• v.19 no.3
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• pp.91-104
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• 2017

This study aims to understand the differences in the media characteristics of two types of media, namely, Blog and Twitter, as well as in their factors that affect product information diffusion. To achieve these objectives, the information diffusion pattern is identified by analyzing the number of product-related posts in each media based on the Bass model. The analysis results revealed that the information diffusion speed of hedonic goods was faster than that of utilitarian goods. Regardless of product type, Twitter had a higher imitation effect than Blog, while Blog had a higher innovation effect than Twitter. The results implied that users of Blog tended to find information by themselves while those of Twitter relied more on the others' evaluation than their own subjective evaluations of innovations.

• Proceedings of the Korean Information Science Society Conference
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• 2004.10b
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• pp.769-771
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• 2004

영상을 유사한 특성을 갖는 영역 단위로 분할하는 작업은 다양한 영상 처리를 위한 전처리 과정으로 사용되고 있다. 본 논문에서는 모폴로지(Morphology)와 비선형 확산(Non-Linear Diffusion)을 이용한 영상분할 방법을 제안한다. 초기에 LUV 색상공간에 모폴로지를 응용한 재구성(Reconstruction)에 의한 닫힘(Closing) 연산과 비선형 확산(Non-Linear Diffusion)을 통해 실형 영상을 획득한다 이 영상에서 칼라 영상의 기울기(Gradient) 정보를 획득하고, 마커(Marker) 정보를 이용한 워터쉐드(Watershed) 알고리즘을 적용하여 영상을 효과적으로 분할한다. 그레이 영상과 칼라 영상을 대상으로 한 실험에서 제안 방법이 영상을 효과적으로 분할함을 확인하였다.

• Water for future
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• v.29 no.4
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• pp.187-198
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• 1996

A numerical model for unsteady dispersion of horizontal line source in turbulent shear flow is developed. A fractional step finite difference method is used which splits the unsteady two-dimensional advective diffusion equation into the longitudinal advection and the vertical diffusion equations, and solves them alternately for half time intervals by the Holly-Preissmann scheme and the Crank-Nicholson scheme, respectively. The developed numerical model is verified using a semi-analytic solution for steady dispersion in turbulent shear flow. Dispersion of an instantaneous plane source in turbulent shear flow is analyzed using the model. The degree of mixing at the same dimensionless time is almost the same regardless of the friction factor, and the travel distance required to reach a certain degree of mixing is inversely proportional to the square root of the friction factor.

• Journal of Gifted/Talented Education
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• v.15 no.2
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• pp.59-76
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• 2005

We examined the relations between the score of the divergent thinking in mathematical (Mathematical Creative Problem Solving Ability Test; MCPSAT: Lee etc. 2003) and non-mathematical situations (Torrance Test of Creative Thinking Figural A; TTCT: adapted for Korea by Kim, 1999). Subjects in this study were 213 eighth grade students(129 males and 84 females). In the analysis of data, frequencies, percentiles, t-test and correlation analysis were used. The results of the study are summarized as follows; First, mathematically gifted students showed statistically significantly higher scores on the score of the divergent thinking in mathematical and non-mathematical situations than regular students. Second, female showed statistically significantly higher scores on the score of the divergent thinking in mathematical and non-mathematical situations than males. Third, there was statistically significant relationship between the score of the divergent thinking in mathematical and non-mathematical situations for middle students was r=.41 (p<.05) and regular students was r=.27 (p<.05). A test of statistical significance was conducted to test hypothesis. Fourth, the correlation between the score of the divergent thinking in mathematical and non-mathematical situations for mathematically gifted students was r=.11. There was no statistically significant relationship between the score of the divergent thinking in mathematical and non-mathematical situations for mathematically gifted students. These results reveal little correlation between the scores of the divergent thinking in mathematical and non-mathematical situations in both mathematically gifted students. Also but for the group of students of relatively mathematically gifted students it was found that the correlations between divergent thinking in mathematical and non-mathematical situations was near zero. This suggests that divergent thinking ability in mathematical situations may be a specific ability and not just a combination of divergent thinking ability in non-mathematical situations. But the limitations of this study as following: The sample size in this study was too few to generalize that there was a relation between the divergent thinking of mathematically gifted students in mathematical situation and non-mathematical situation.

• Membrane Journal
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• v.10 no.3
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• pp.139-147
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• 2000

Non-Fickian (or anomalous) diffusion was observed in transient sorption of aromatic solvents(such as benzene, toluene, and chlorobenzene) in fluoropolymers (such as ETFE, ECTFE and PVDF). In this study, five other transient sorption models (Crank, Long ＆ Richman, Berens ＆ Hopfenberg, Neogi, Li) based on Fick's law were employed to fit the anomalous sorption data for aromatic solvents. The adjustable parameters were determined by least square analysis of the measured and predicted fractional uptake. For ETFE sorption data slightly deviating from Fickian behavior, all the models exhibited satisfactory results in fitting the anomalous sorption data. In particular, Neogj model predicted intrinsic diffusivity (0.4～0.8$\times$10$^{-5}$ $\textrm{cm}^2$/day) and equilibrium diffusivity (0.13～0.31$\times$10$^{-4}$ $\textrm{cm}^2$/day) as well as relaxation kinetics related to non-Fickain diffusion. For a typical sigmoidal sorption behavior in PVDF, only Crank's model could give the reasonable evaluation on transport properties. The ratio of intial diffusivity (D$_{i}$) to final equilibrium diffusivity (D$_{\infty}$) was ranged from 80 to 200. For the final stage of uptake In ECTFE with drastic acceleration, all the models exhibited significant deviations from the sorption data. New diffusion models based on thermodynamics and continuum mechanics should be employed to get valuable information on transport properties as well as relaxation kinetics coupled with non-Fickian diffusion.