Lecture 11 - T1 1"FAFFE rTq T T3 = Tl TLHTC 37 ~11...

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Unformatted text preview: T1: 1!; ("FAFFE rTq+T; T3 = ( Tl + TLHTC, +37%) ~11: £pr3 aw Tam ’72 Heat Flw in a. Rectangular Bantam In this mifln “1:? fih‘fi the hmt aluatim in new fipaLiill x'axinblm inadr: a mangle L 15* H. The almtian is 11.; = km,” '1' “33).: Ii! *5: .r -~:'_ L, U (:11; {.1 H, (L24) MEL 9*! t} ; U, {322.2} “(aw t) ; fl. (1.2.3) ufln CI, 1*] :— 0, {12.4} Halt, H, r) :- 0, {32.5) “(in 32.01 firm). (“F-2.6} 32m tint til-i? tfl'fli in Wthifl‘fi in (112.1] 313 Wu. Jim-:1 313::- that 111:- wc-k Dirichhx Mid.- tmfitEms (ix. mfifml tfllumramm on 1.111? lflmflm‘}. H" can write this meiLic-n as um, y, f} a: (J. {m {hr- [H‘J-W‘ (12.7} Other m3;ch hamm' m1:th an! 1ch h:- the wank-r. The mafia} c-f separafiml 6f «mm wiil puma-{xi as {WEE : 1. Let _ ui'.r.y-fl =~= Imam!” ($42.33 1 Sumath in ($.11) and film-imam! the unmiylflfi 3:15: a. RETEE'? 3. Efi’riw d1? 013135 Tm -+- mm) a on (112.9} 4. Eric the lmumgmmus Examdaw {mxafifian (1%.?) u:- gm. the Mummy: mnditim m- ama wiLh (7.2.10) (if. y") a: 0. on that: ImunM' (TIE—11) 1%: 13:11:: (1m Mt. is km? u: get 1.111! mluiifln $173.11)} - {T241}. This can be. dorm in a similar {whim-11 u: flaking laplmefi muaum. Let May} fl A'Iirfl’iyh (7.2.12) thm (12.10] - {12.11} Fiflld 2 Gilli-33 DJ" 1.1.1: 4-: U, .1213] Jim} X11!) :— m {7.114} 1/" -+ {A — my .-.=.-. 0. 7221.5; 15(0) a 1TH) = D. 12.16) The cuntfiLiflni-F {12.14) and {7.2.16} malt, {113111 (1212] — 12.51}. Kantian (12.13?) has a mludm w... x” gmfdz “wig... {11m 1 2 In“ a 1 H. r— 1,2. . . . (12.13} as we tun? m in anmr E. 1%:- (mil 1L fiIflflliflH {7.2.15} is; mlmri the same way };hufiflflfl£;%fl. man 1.3....”1"! 33,... H.319] nm 3 )‘n'm—fifl‘*(7i") ' Tnfiltli'II‘rtil-tzfiili Wm by {12.12} and {T.fl.17)—(T.fl.fi}1= 1 . mr , fllfi‘ ., _ amt: ., y] a» hill TI an Try, 4.2.21} 11*: 2 ma- 3 -— + —- F! '13 "m" (L) ' (If) * (“m u =1.l...fifi;s= 132,... Using {$.23} and aim primriplc of bflfflfihflfiifiiflfl, me: cm: write the sciatica of {7.2.1} as 5" 3“ . . m: . m: um y, t] = Z Z .wifime‘fiimfim “.1- 5m (12.23} was}. mwl 1" H whem A,“ is g:in 11:.- {7.2.22}. Tu- fiml £119 m-cfficiflnts ..--t,,m, 111‘ um- Ill-E? initial madman {1.16). that is far 1‘ m 0 in (13.23) we gm: at. an; . H-fi' . iii-5T _ ,r[-r'r E 2 King?” "II—J" fly! (f Ha»; mm} H Am. am £111? gmmflimi qu'im cmfliciflnm {dauhie Phiuier mm in 11:13 cum}. Wu:- can minute .rlmfl by: J15? Jig” Hamill m mm: A" , . i , . (12.2?) m Ju‘ In 51113 111.1311: fifiiggdgm ' u i. Equation {72.1%} E calla Helmholtz“; mmuim. ii. A 1mm gmmfi {mm m” 1.11:! figmtifin i3 V - w yWfi-fl 39)") £fo mail-r1 y") "t- hat-n Miriam = *3 (Ti-2'5} Ill 5'1. mar:- gmr-ral immflm} con-{htiun is gflxdfh’ififlm + $31;th y'}?n - if. a. {J an the (12.2?) whcm if is a unit nonnal xww [mnmg 011an The mall msc- ii; a 0 rial-L13 12.11). ...
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  • Spring '10
  • Ghaleb
  • Trigraph, Orders of magnitude, new fipaLiill x'axinblm, ix. mfifml tfllumramm, dauhie Phiuier mm, wc-k Dirichhx Mid

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Lecture 11 - T1 1"FAFFE rTq T T3 = Tl TLHTC 37 ~11...

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