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Analisi 2

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ANALisi ESERCITAZIONIED ESERCiriINPREPARATIONE ALGENERALE- ESERCITAZIONIPERILIPARZIALE ESERCITAZIONEI CAMPIVETORIALI, FORME DIFFERENTIAL i. LAVORO E POTENZIALI. ElVcurves DieevszioniCARTESIAN E 8: y-- TX, XEE1,3] wore DI F: 1132→ IR' A- Lattre IL is VORO DEL CAMPOFIX,g)=/cosIx- y'I,- ybnCITY'll, CON8Papism tpizzsts DoIlt)= (t, F), tell,3] u SANDO LA DEFINRIONELrt)frLF,ds> =/!FC4h19' ltldt. caulis me4' Its= (a, He)⇒Lr =/!foster- t-t-%Ff.tt#dtLrfF1=fIff--lnH-zt-Ydt=t3a- %/!lnHtHdt= 311- he) EstF://%1B-canporeroriseo.se DAFox,y,=(411%17'Zyhnlttx"I): Q)STABILIRE SEFE- IR Rotations LE NEL suo INSEME Di DEFINIZIONE(IR' ) b)STABILIRE SE F E - conservative su 1B" C)CALCOLSRE LAVORO Di F w Naot: X'ty's 1(I VOLTA IN SEN SO ANTI ORA Rio) a)FEIBBOTAZIONSE su1132#2gFy=2g¥fix.gs EIR' ¥+yy=£+yxx÷veryFX,g) E1B' TEOREMA:DEIR" SEMPLICEMENTEGNNES.se, FEE" (I), F 1131301720NAE sur⇒ Fconservative so I b)Git DINEDSTRATOcue IL Csupo EIRROTAZIONAE, INOLIREESEMPLIENENTE CONNES SO INQUSNTODEFINITO su TuttoIR! IN FINEFEE1/1/32)⇒ ⇒ IPOTESI BANNEN TE VER iFiesta Su BE IR' , QUINDI Fconservative ⇒ ANNETTE ROTEN zine- Ut. c. Thx.gs#Tx.y, → Fx- Flay'=4 flex,y,→ffzdx =/k¥4,27DX =Y'lnlttx")this BERNATH§Iy=Fz → Zybnlttx" )th' ly)=2ghea- tx") ⇒hey, cosine. RISPEITO A X I DEVE ESSERE = O ⇒ TuttiIPOTENZIALI sore sari DAUCH,y)=yZlnl1tx4tc, CeIR c)LyIF)=UCESTREMOFINSE)- UI Estrone I Nitish)=D Es_36SEIEUBRE 2016 A =thx.DE/R2:ys-x33.F:A-s/B2csupouea-orisu=oaroDsFcx.yi=(%¥T' x¥) Varus REhasREPsrsnetrizrs.is DsYH)= (cosh),2T sent), t ECO,IT]- FE conservative suA?, causes£(Fds> A ER" SEMPLIEEMENTE GNNESSO, FEE' CA), F.pro#ziowsu=suA,,nfs,T;IFJ= - ?T÷Iyy= 22¥Vex,y) EA- ⇒ VERIFICSTETUTE E IPOTESI DEL TEO ⇒ FCONSERVSTIVO, csccocoiPOTENUAWUcx.gl = ¥d' = 2M¥+hicy,,or, I÷=¥+ytf=F⇒ h' lyre, ⇒ hey, = costate. Ucx, g) = 2…

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