Ae312_spring_2010_hw_3_soln - AE312 Compressible Flow...

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Unformatted text preview: AE312, Compressible Flow Spring, 2010 Prof. D. J. Bodony HW #3 Solutions 5““) 'Hv. Maxlmum Mk Vabkn. M‘od‘b a” «We 34‘7M5‘M is VM$=S§LZ «To. schlz) ‘wflsdi’ curiabuh'o “arm 1;“ a 1—D C)! M3 W 35% 1 hi shank-{m} 2. bm-Hu atwa “M “0 ‘1 k + la: b 2. 2. F0! A «\oricaut $480 a“ 3. = J. SAM. S‘m’ uz u: a ELK—Yr T)- Y-\ W maximum Mb‘bgfla OLCufS u/Lu‘ T—‘DOS m 1.1 m mm ,2, WWW Am. M 4m. T—ao, “1.4-4 will mun-Hu— conkrwwm assvufiafim ho Vmax 2000 1500 1000 500 2. «1.9.2.9 7:1, 3 {1. 1‘1. 1— Girl“) mcouw 2' Y 1’0 _ 1 T 1 (wt 179—413“ | PO TLIJMMJJMAbggmw: percent re|.error Oflr @ Norma-Q M «64L T,= !:?"C.) in: 65.0 km» 1A.: (,0: L“) FiNl 12.1%,. P“ 111.“; «Fla skock Lb) Ew<‘""°\>a caka sL-s‘ e) is warm. Aw Lo») Aw fl 9L4: p, = “Ho/Ms (D @ c‘ = 2m '“/5 —-*? -" r1, = 2. T'- ?7. 7’0 “I. H :05??? ~ 1 [1,11 s — " .. .. L ) 7‘ - 4.5“) To. - 012-0“) ,1“ — 0515-0 H‘fiom shod: 4.).1“ ‘ . T 1’ (3,) Fm. ($555 :6“: 52 —s. = C1, 1* 1—— K1» 4: 0.00m 5:— =S 4. T. ?i kS‘K l G) T 13570 1’: + le Stud ‘Fvam \kb gag“ Us «A “a “‘9‘? __.i——q ____.' OX‘ W Charla) «Al-:05. Also) MP=’u‘—-’\k1. ‘flwo Min v.(t—“z/u.)= oSu—w/u.) : a‘Hs (A -' «At/u.) 6 Fran W 60%» *1 I‘d ‘ 1'4 '“-~ -—"‘ -— H : .— 1’.‘ +‘Hl(Hsl)gb 5 7:1 From cmh—iwiks' (Lam 1Awa shag M 1+; «a f}- I“\ _ T—\ T P. ' «A1 ’ WT '17 " 'fi ?1A"'\’\I\8 a” hW-lf afié $iM»\‘%‘ha W ‘ 7-Y '- uY.. a; E:— ‘> Y-H 3 7\ 11+ I'LL ® To hriw. 'l’h 84in] c‘mkm‘pfl 5—2;, Wt ow mama 041430. Th- 1 km \‘s 1m sx—ng mum Cuzuos' ct“ #. 1— 31—3.: R ,2“ J“ - (an it)“ v. r. +1- 23 L _ :1 + _—, -—‘ 'h l (‘0'+ I) ‘ ) P7- HI sz-s. ‘ N 1 y canal .. a. “ ___. __ __. i R - 1(_ J [:+ H (H. n] ,_‘,Qn[mmzn] harranx'né Jums 51—5. ‘ 2.x“: Y,‘ Y r-\ L R": "l'ln h—E_‘ ‘I‘-——7’Q -———-+‘——-t 7" X+| 141 1+: T+l ( HM, a 52—51 R 1.0 0.5 L M M‘,\.€“WQ —0.5 —l.0 sz'slv K 113 and m wn‘akm ¢b MM” H=|, 1 en=M—I>O Wak £4 a. smdfl. nwmflrd/xav r1?- 1. Thu) 44v dykm) Sz‘s' 11 {Li Y x _§ 3 . ~37"! -‘ ‘l- ——s — R fini<\ vane) (He) (Y+Ie+\ W W 0L d- Pk To.de Mrics M¥mflfim of) ,Qfi (\+0L) are“; «2-0 is ow; 5° Mai 44“ 430094. JAMS O) 3 SZ‘S‘ l 7—“ waQm e- +i§-*—}) R ‘J-I Ir-H 3 7+: 3 + i> 77H 7. 25 © '5 n ‘r—\ Y-l + L e...l & + —\— ——’€: > 7,. +| Z Q.) 5 Y“‘ item-Mag S -S 2 3 2‘! 3 1. l 6 a. K 2’ (“H 5 2 swim”) > u z L+ 2. 04 _' _.. .3 3 —u ...
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This note was uploaded on 04/12/2010 for the course AE 353 taught by Professor Voulgaris,p during the Spring '08 term at University of Illinois, Urbana Champaign.

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Ae312_spring_2010_hw_3_soln - AE312 Compressible Flow...

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