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<dublin_core schema="dc">
<dcvalue element="contributor" qualifier="author">전명석</dcvalue>
<dcvalue element="date" qualifier="accessioned">2024-01-21T09:11:50Z</dcvalue>
<dcvalue element="date" qualifier="available">2024-01-21T09:11:50Z</dcvalue>
<dcvalue element="date" qualifier="created">2022-01-10</dcvalue>
<dcvalue element="date" qualifier="issued">2003-03</dcvalue>
<dcvalue element="identifier" qualifier="issn">1226-0088</dcvalue>
<dcvalue element="identifier" qualifier="uri">https:&#x2F;&#x2F;pubs.kist.re.kr&#x2F;handle&#x2F;201004&#x2F;138777</dcvalue>
<dcvalue element="description" qualifier="abstract">하전된&#x20;멤브레인&#x20;미세기공으로&#x20;유체가&#x20;흐르는&#x20;경우는&#x20;계면동전기&#x20;효과가&#x20;작용하게&#x20;된다.&#x20;비선형&#x20;Poisson-&#x20;Boltzmann&#x20;전기장과&#x20;흐름에&#x20;의해&#x20;유발되는&#x20;전기장&#x20;사이의&#x20;정전상호작용을&#x20;운동방정식의&#x20;외부작용&#x20;힘으로&#x20;고려하였다.&#x20;유한차분법으로&#x20;정전위&#x20;분포를&#x20;우선&#x20;산출하고,&#x20;이어서&#x20;Green&#x20;함수로&#x20;슬릿형&#x20;기공에&#x20;대한&#x20;Navier-Stokes&#x20;식의&#x20;해석해를&#x20;구하였다.&#x20;계면동전기적&#x20;유동에&#x20;의한&#x20;흐름전위를&#x20;관련된&#x20;물리화학적&#x20;인자들의&#x20;함수로&#x20;유도되는&#x20;해석적인&#x20;명확한&#x20;표현으로&#x20;제시하였다.&#x20;전기이중층,&#x20;표면전위,&#x20;그리고&#x20;기공벽면의&#x20;하전조건의&#x20;영향에&#x20;따른&#x20;유속분포와&#x20;흐름전위&#x20;변화를&#x20;고찰하였다.&#x20;계산결과,&#x20;전기이중층&#x20;두께나&#x20;표면전위가&#x20;증가함에&#x20;따라&#x20;평균유속은&#x20;감소하는&#x20;반면에&#x20;흐름전위는&#x20;증가하였다.</dcvalue>
<dcvalue element="publisher" qualifier="none">한국막학회</dcvalue>
<dcvalue element="title" qualifier="none">하전된&#x20;멤브레인&#x20;미세기공에서의&#x20;계면동전기적&#x20;유동에&#x20;의한&#x20;흐름전위:&#x20;비선형&#x20;Poisson-Boltzmann&#x20;전기장을&#x20;갖는&#x20;경우</dcvalue>
<dcvalue element="title" qualifier="alternative">Electrokinetically&#x20;Flow-Induced&#x20;Streaming&#x20;Potential&#x20;Across&#x20;the&#x20;Charged&#x20;Membrane&#x20;Micropores:&#x20;for&#x20;the&#x20;Case&#x20;of&#x20;Nonlinear&#x20;Poisson-Boltzmann&#x20;Electric&#x20;Field</dcvalue>
<dcvalue element="type" qualifier="none">Article</dcvalue>
<dcvalue element="description" qualifier="journalClass">2</dcvalue>
<dcvalue element="identifier" qualifier="bibliographicCitation">멤브레인,&#x20;v.13,&#x20;no.1,&#x20;pp.37&#x20;-&#x20;46</dcvalue>
<dcvalue element="citation" qualifier="title">멤브레인</dcvalue>
<dcvalue element="citation" qualifier="volume">13</dcvalue>
<dcvalue element="citation" qualifier="number">1</dcvalue>
<dcvalue element="citation" qualifier="startPage">37</dcvalue>
<dcvalue element="citation" qualifier="endPage">46</dcvalue>
<dcvalue element="description" qualifier="journalRegisteredClass">kci</dcvalue>
<dcvalue element="description" qualifier="journalRegisteredClass">other</dcvalue>
<dcvalue element="identifier" qualifier="kciid">ART000865057</dcvalue>
<dcvalue element="subject" qualifier="keywordAuthor">streaming&#x20;potential</dcvalue>
<dcvalue element="subject" qualifier="keywordAuthor">electrokinetic&#x20;flow</dcvalue>
<dcvalue element="subject" qualifier="keywordAuthor">electrostatic&#x20;interaction</dcvalue>
<dcvalue element="subject" qualifier="keywordAuthor">membrane&#x20;pore</dcvalue>
<dcvalue element="subject" qualifier="keywordAuthor">Poisson-Boltzmann&#x20;equation</dcvalue>
<dcvalue element="subject" qualifier="keywordAuthor">streaming&#x20;potential</dcvalue>
<dcvalue element="subject" qualifier="keywordAuthor">electrokinetic&#x20;flow</dcvalue>
<dcvalue element="subject" qualifier="keywordAuthor">electrostatic&#x20;interaction</dcvalue>
<dcvalue element="subject" qualifier="keywordAuthor">membrane&#x20;pore</dcvalue>
<dcvalue element="subject" qualifier="keywordAuthor">Poisson-Boltzmann&#x20;equation</dcvalue>
</dublin_core>
