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<dublin_core schema="dc">
<dcvalue element="contributor" qualifier="author">Shim,&#x20;Jae&#x20;Wan</dcvalue>
<dcvalue element="contributor" qualifier="author">Gatignol,&#x20;Renee</dcvalue>
<dcvalue element="date" qualifier="accessioned">2024-01-20T17:04:27Z</dcvalue>
<dcvalue element="date" qualifier="available">2024-01-20T17:04:27Z</dcvalue>
<dcvalue element="date" qualifier="created">2021-09-02</dcvalue>
<dcvalue element="date" qualifier="issued">2011-04-25</dcvalue>
<dcvalue element="identifier" qualifier="issn">1539-3755</dcvalue>
<dcvalue element="identifier" qualifier="uri">https:&#x2F;&#x2F;pubs.kist.re.kr&#x2F;handle&#x2F;201004&#x2F;130441</dcvalue>
<dcvalue element="description" qualifier="abstract">We&#x20;propose&#x20;an&#x20;approach&#x20;to&#x20;derive&#x20;the&#x20;thermal&#x20;lattice&#x20;Boltzmann&#x20;method&#x20;that&#x20;is&#x20;based&#x20;on&#x20;the&#x20;Taylor&#x20;expansion&#x20;in&#x20;variables&#x20;of&#x20;temperature&#x20;as&#x20;well&#x20;as&#x20;velocity&#x20;and&#x20;a&#x20;direct&#x20;calculation&#x20;upon&#x20;the&#x20;Gaussian&#x20;quadrature&#x20;based&#x20;hypothesis.&#x20;This&#x20;enables&#x20;us&#x20;to&#x20;overcome&#x20;the&#x20;isothermal&#x20;limitation&#x20;and&#x20;the&#x20;low-order&#x20;accuracy&#x20;simultaneously.&#x20;A&#x20;systematic&#x20;framework&#x20;is&#x20;explained&#x20;for&#x20;constructing&#x20;numerically&#x20;stable&#x20;lattice&#x20;Boltzmann&#x20;models.&#x20;The&#x20;stability&#x20;of&#x20;this&#x20;one-dimensional&#x20;lattice&#x20;Boltzmann&#x20;model&#x20;is&#x20;demonstrated&#x20;with&#x20;a&#x20;shock&#x20;tube&#x20;simulation.</dcvalue>
<dcvalue element="language" qualifier="none">English</dcvalue>
<dcvalue element="publisher" qualifier="none">AMER&#x20;PHYSICAL&#x20;SOC</dcvalue>
<dcvalue element="subject" qualifier="none">MODEL</dcvalue>
<dcvalue element="title" qualifier="none">Thermal&#x20;lattice&#x20;Boltzmann&#x20;method&#x20;based&#x20;on&#x20;a&#x20;theoretically&#x20;simple&#x20;derivation&#x20;of&#x20;the&#x20;Taylor&#x20;expansion</dcvalue>
<dcvalue element="type" qualifier="none">Article</dcvalue>
<dcvalue element="identifier" qualifier="doi">10.1103&#x2F;PhysRevE.83.046710</dcvalue>
<dcvalue element="description" qualifier="journalClass">1</dcvalue>
<dcvalue element="identifier" qualifier="bibliographicCitation">PHYSICAL&#x20;REVIEW&#x20;E,&#x20;v.83,&#x20;no.4</dcvalue>
<dcvalue element="citation" qualifier="title">PHYSICAL&#x20;REVIEW&#x20;E</dcvalue>
<dcvalue element="citation" qualifier="volume">83</dcvalue>
<dcvalue element="citation" qualifier="number">4</dcvalue>
<dcvalue element="description" qualifier="journalRegisteredClass">scie</dcvalue>
<dcvalue element="description" qualifier="journalRegisteredClass">scopus</dcvalue>
<dcvalue element="identifier" qualifier="wosid">000290153000015</dcvalue>
<dcvalue element="identifier" qualifier="scopusid">2-s2.0-79961079492</dcvalue>
<dcvalue element="relation" qualifier="journalWebOfScienceCategory">Physics,&#x20;Fluids&#x20;&amp;&#x20;Plasmas</dcvalue>
<dcvalue element="relation" qualifier="journalWebOfScienceCategory">Physics,&#x20;Mathematical</dcvalue>
<dcvalue element="relation" qualifier="journalResearchArea">Physics</dcvalue>
<dcvalue element="type" qualifier="docType">Article</dcvalue>
<dcvalue element="subject" qualifier="keywordPlus">MODEL</dcvalue>
</dublin_core>
