LARGE-EDDY SIMULATION OF THE FLOW AROUND A SURFACE-MOUNTED CUBE USING A DYNAMIC ONE-EQUATION SUBGRID MODEL

ABSTRACT PRQ (%&6SJA<BR7 ( *H T*EUV?%& 5 AM7)(ISJ7 *H;M "*H(%&)9 ;<*W? 5 73 + *E A<BH5 5 = * + *!X * + @*Y5@+Z&)( @ #7)+@5[76\]5 ? + 9 ? ;M*H( 5^*!( * + :)QV _ = *` + *H @*!(V5 %&6 #*H+a + 7 X Ab *! c&6(d*He ;M&)( &65 A<7 (176\f5 = A< hgi9%&)BZj @BE&65@5 * + k = *!( 7)SJ*!( 7)(8 mlC Nn &) [? @*E N5 7h 5 ? QN5 = *`od*EUV?%& 5 A<7 (pn A<5 =p5 = *G&6A<Sq7)\WA<SJ + 7 X A<( :srRtvuW cSJ7 *H;M ! w = A< n 76+ jxAM R %&6+@5y7)\ 5 = *z + 76,{*!BH5/*!(V5 A|5 ;M*! }g{lC&6+ :)*J 4 Qa A<S3 ? ;M& 5 AM7)(~\76+€'7 SJ ? 5 A<( :‚5 = *1 >;<7 nƒt + 7 ? ( …„4*!= A<B!;<*! @k F-=V5@5 8 † †En"n"nW 5@\BZ=%&6;MSJ* + ! @*E† ‡6;M& & †6 + 76,{*!BH5 Z†6 @A<( AM & †6 + 7)+ A<: =V5E =V5 SJ;bOJA<(ˆBH7 ;<;M&)9#7)+Z& 5 A<7 (}9#*H5{n'*!*!(`5 = *GPy*! %& +@5@ SJ*!(V5"76\ = *H+ SJ7z&)( L >;<? AM LP‰Q ( &)SJA<B! "& 5‰€'=%&6;MSJ* + ‰&6(% 5 = *W€ >Pd:)+ 7 ? G&65 5 = *y„ 7);<X 7J€ & +W€'76+ #7)+Z&65 A<7)(8