• Membrane and Water Treatment
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• 제13권4호
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• pp.167-172
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• 2022

The analytical results are presented for the mass transfer in a cylindrical pore covering from the macroscale, multiscale to nanoscale owing to the variation of the inner diameter of the pore. When the thickness h_bf of the physically adsorbed layer potentially fully formed on the pore wall is comparable to but less than the inner radius R₀ of the pore, the multiscale flow occurs consisting of both the nanoscale non-continuum adsorbed layer flow and the macroscopic continuum liquid flow; When R₀ ≤ h_bf, the flow in the whole pore is essentially non-continuum; When R₀ is far greater than h_bf, the flow in the whole pore can be considered as macroscopic and continuum and the adsorbed layer effect is negligible.

• 한국토양비료학회지
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• 제41권2호
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• pp.83-93
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• 2008

간척지에서 식생의 분포에 대한 평가는 토양관리 및 환경적 연구를 위해 필요하다. 본 연구는 한국 중부 서해안 경기만 내의 3개 간척지에서 식생의 분포와 토양 염농도 간의 관계를 규명하기 위하여 실시하였다. 식생이 연속분포를 보이는 지점에서 토양 염농도를 측정하고 출현식물종을 분류하여 연속분포의 특성을 기술하였다. 간척지 내에 나타나는 식생의 공간변이는 부분적으로 이루어지지만 각각의 공간변이를 토양 염농도를 기준으로 연결한 결과 토양 염농도 구배와 내염성 식물종의 분포가 일치하는 연속분포(continuum distribution)를 보여, 토양 염농도가 높은 곳은 내염성 식물종이, 낮은 곳은 비내염성 식물종이 분포하였다. 연속분포는 간척 경과 년 수가 오래된 곳에서 유형이 다양하고 명확하게 구분되나, 간척 초기 지역에서는 연속분포 현상이 뚜렷하지 않았다. 연속분포 유형은 순차적 유형과 비순차적 유형으로 구분되었다. 순차적 유형은 토양 염농도가 높은 곳을 기점으로 할 경우 토양 염농도가 연속적으로 낮아지는 방향으로 이어지며 식물종도 이에 따라 선구종 염생식물(pioneer halophyte)에서 저염생식물(facultative halophyte), 중성식물(glycophyte)의 순으로 변화하였다. 비순차적 유형은 비연속적 토양 염농도의 변화에 의해 형성되며, 식생의 분포도 단계적 변화를 보이지 않고 비정형적이다. 간척 경과 년 수가 오래된 지역에서는 토양 염농도가 높은 식생 고사지역이 있고 식생 비분포지와 함께 이 지점을 기점으로 식생의 연속분포가 형성되었다.

• 한국기록관리학회지
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• 제21권3호
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• pp.1-16
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• 2021

레코드 컨티뉴엄은 전자기록 환경으로 이행하는 패러다임 전환기에 기록학의 기반을 제공하는 이론임에도 불구하고, 이에 대한 비판적 분석을 그동안 거의 수행되지 않았다. 레코드 컨티뉴엄은 아직 개발이 진행 중인 이론으로, 핵심은 라이프사이클 모델과는 다른 기록에 대한 새로운 시각이다. 따라서 전자기록 환경에서 레코드 컨티뉴엄이 지닌 의미 및 한계를 분석하고 보다 심도 있는 이론적 개발을 위해서는 레코드 컨티뉴엄 논리 속에 함유된 기록의 의미 및 속성에 대한 분석이 필수적으로 요구된다. 하지만 레코드 컨티뉴엄에서는 기록에 대해 별도로 정의를 내리지 않고 있다. 이에 본고에서는 최근의 전자기록 환경에서 레코드 컨티뉴엄 이론 속에 함유된 기록의 의미 및 속성을 축선 및 차원 분석을 통해 고찰하고자 하였다. 이를 위해 우선 기록의 의미 및 속성 도출을 위한 기초 작업으로, 컨티뉴엄 모델상의 차원 1 및 차원 2에 초점을 맞추어 분석을 수행하였다. 이어 컨티뉴엄 논리 속에 함유된 기록의 의미 및 속성을 라이프사이클 모델과 결부시켜 고찰하였으며, 이를 기반으로 컨티뉴엄이 지닌 의의를 고찰한 다음, 기록의 의미 및 속성 관점에서 컨티뉴엄이 지닌 한계를 제시하였다.

• Steel and Composite Structures
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• 제21권3호
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• pp.501-515
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• 2016

Seismic analysis for steel frame structure with brace configuration using topology optimization based on truss-like material model is studied. The initial design domain for topology optimization is determined according to original steel frame structure and filled with truss-like members. Hence the initial truss-like continuum is established. The densities and orientation of truss-like members at any point are taken as design variables in finite element analysis. The topology optimization problem of least-weight truss-like continuum with stress constraints is solved. The orientations and densities of members in truss-like continuum are optimized and updated by fully-stressed criterion in every iteration. The optimized truss-like continuum is founded after finite element analysis is finished. The optimal bracing system is established based on optimized truss-like continuum without numerical instability. Seismic performance for steel frame structures is derived using dynamic time-history analysis. A numerical example shows the advantage for frame structures with brace configuration using topology optimization in seismic performance.

• 한국대기환경학회지
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• 제27권6호
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• pp.681-691
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• 2011

The size distributions of smoke particles from fire are prerequisite for the studies on fire detection and adverse health effects. Above the flame of the fire, coagulation dominates and the smoke particles grow from 1 to 50 nm up to 100 to 3,000 nm, sizes ranging from the free-molecular regime to the continuum regime. The characteristics of the agglomeration of the smoke particles are well known, independently for each of the free-molecular and continuum regimes. However, there are not many systematic studies in the entire regime by the complexity of the mechanisms. The purpose of this work is to find the characteristics of the development of the size distribution of smoke particles by agglomeration in the entire size range covering the free-molecular regime, via transition regime, to the near-continuum and continuum regime for each variation of parameters such as fractal dimension, primary particle size and dimensionless coagulation time. In this work, the dynamic equation for the discrete-size spectrum of the particles was solved using a nodal method based on the modification of a sectional method. In the calculation, the collision frequency function for the entire regime, which is derived by using the concept of collision volume and general enhancement function, was applied. The self-preserving size distribution for the entire regime is compared with the ones for the free-molecular or continuum regimes for each variation of the parameters.

• Nuclear Engineering and Technology
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• 제49권5호
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• pp.1006-1009
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• 2017

We discuss the problems of scattering in this framework, and show that the applied method is very useful in the investigation of the effect of the resonance in the observed scattering cross sections. In this study, not only the scattering cross sections but also the decomposition of the scattering cross sections was computed for the ${\alpha}-{\alpha}$ system. To obtain the decomposition of scattering cross sections into resonance and residual continuum terms, the complex scaled orthogonality condition model and the extended completeness relation are used. Applying the present method to the ${\alpha}-{\alpha}$ and ${\alpha}-n$ systems, we obtained good reproduction of the observed phase shifts and cross sections. The decomposition into resonance and continuum terms makes clear that resonance contributions are dominant but continuum terms and their interference are not negligible. To understand the behavior of observed phase shifts and the shape of the cross sections, both resonance and continuum terms are calculated.

• 한국수학사학회지
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• 제33권6호
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• pp.327-343
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• 2020

This study investigate philosophical discussions related to the Zeno's paradoxes in order to derive the mathematics educational implications. The paradox of Zeno's motion is sometimes explained by the calculus theories. However, various philosophical discussions show that the resolution of Zeno's paradox by calculus is not a real solution, and the concept of a continuum which is composed of points and the real number continuum may not coincide with the physical space and time. This is supported by the fact that the hyperreal number system of nonstandard analysis could be another model of a straight line or time and that an alternative explanation of Zeno's paradox was possible by the hyperreal number system. The existence of two different theories of the continuum suggests that teachers and students may not have the same view of the continuum. It is also suggested that the real world model used in school mathematics may not necessarily match the student's intuition or mathematical practice, and that the real world application of mathematics theory should be emphasized in education as a kind of 'correspondence.'

• 천문학회지
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• 제38권2호
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• pp.223-226
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• 2005

We present the results of a 21cm radio continuum aperture synthesis mosaic of the Large Magellanic Cloud (LMC), made by combining data from 1344 separate pointing centers using the Australia Telescope Compact Array (ATCA) and the 64-m Parkes single-dish telescope. The resolution of the mosaicked images is 55' ( 10 pc, using a distance to the LMC) and a region $10^{\circ}{\times}12^{\circ}$ is surveyed.

• 충청수학회지
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• 제28권4호
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• pp.647-651
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• 2015

Let (X, d) be a compact metric space, and let $f:X{\rightarrow}X$ be a continuous map. We consider that if a positively continuum-wise expansiveness continuous map f has the positively shadowing property in the nonwandering set, then the topological entropy is positive.

• 한국전산구조공학회:학술대회논문집
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• 한국전산구조공학회 2003년도 봄 학술발표회 논문집
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• pp.227-234
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• 2003

In this study, an equivalent continuum model for single wall carbon nanotube is proposed. The model links interatomic potentials and atom structure of a materials to a constitutive model on the continuum level. The Young's modulus and shear modulus were predicted by the model. The predictions were in good agreement with the prior experimental results available in the literatures. Also, the strain energy of the carbon nanotube was predicted as a function of the radius of the carbon nanotube.