ME 106 Hwk 2 solutions - E + ->f = 30 tb 1ivcn,f u 0 Aa=...

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E + / ^. ^ \ r- r - tlM ft \ t- rl \t t.rl./ I o ->f T !u<r w ith "A<rhaniro,X. d,a" to E- 30 tb 15 0 inz rrL I r/l I 1ivcn, f = u Aa= Ar - Ah= 41"""+3. ) AA I.e\ht ) n"J!ec+ ;n j f= r<sgtfc ConSt = ch",ye n but * 5o A, A2 F^ =A1 0A)E = (rso;;) rc)Gor6s) - 3&00 lh Ar ( t in') o, AU oc t.tliceJ' no*hin 1 ^) i'no(yii. "^(r'sslo/r D n L( r{e cic a'Q re sut/t : 5 7"
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&a (n^non,S+h A,rronan1nei<C AK No{e: Fleilh* ,l +1.}= tof ,(iquil is virha,a!/v unhtnnyA b *$".< 4, o$+er T(n/,,! pressure srnce A* ) A* F/.uiA Taaficles of l4t, s^me A,<y+h (;n *he have +h" s^m< Trusutu " f t +-T, (l+h) = f^* s4/,De S/^;ri o.n oo r Then Fo.",,r/nti, n Y,!+6.h ft fe ,ra 5rt s!"p ol ah.' h ) y h c qrl be 'na.le ]0 Exghn\t\on 0 Resn ,-P^: Ar= 6r f= o s K (*,)v Sln.u *, cqn be lt,rh+ respnse, iF Yr--Yr ?s ,h3" Sr- o' jiwn vatr'ne "f 4,s {hc sma,(,(- I =Pt *Atr
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2,69 lf- C-+l werqht hf f f H I tr&/, ,d fo.* F actE Frv. body lioq** f.r /J I Face AC a,nccd< dovt z t*" n =,/N f,+y/= k-- a--+l =H zn :E =O: = 0'. ) E,E kno,n N + ^T 5oc A,anknovns ,/ tN b) Hydr,rsl-4+rL (r I.,r, ( F rl F" -W 6 ols ssin0 For< H-s sio % a s. sin O 0 0 pq Hs, -?o1 sinO s,' J ' J! T pl{^ -_po -u" # J..Jsin0 JJesinO e F N (unlt di, ^ en s i o in+, pj)
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2 , 6B Gn-i in,,ted ,. o F, = F 5in o, f F cos O Fsin O Frosg+W Geone*rv,: tanO j- q_c fu A= 6m c=lr, b -5rn * tonu =+ I %1 V/"f (wnfe), 3= 1,8 jln3 e- o'8q6 ,,o.ol ff =lrn *> F= l.ooeS N/n [/=3;1i (f^b-c) b*b4xro3
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This note was uploaded on 04/29/2008 for the course ME 106 taught by Professor Morris during the Spring '08 term at University of California, Berkeley.

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ME 106 Hwk 2 solutions - E + -&gt;f = 30 tb 1ivcn,f u 0 Aa=...

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