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Gr«élI–œqe:kq]¢mdTXvSebK¹iLe:[NevSeW m −2 •L wr¨K`TXkqMuTbadcfeAkq]ÊeilklTf[ÄmnILK_OžTf[ÂOQeXOžTfṽ [NebRLKN]ÊhUTfKN]dkq]^[W m −2 •−− ••C ∗ mC ti,krJmtej]tãUmtMS]îjOQ]´kq]ÊKQTXâƒcfeAkq]ÊK_ILzeb[NMuklTXkq]¢hUTfK`To:ebo:]îjONer˜mtej]tãUmtMS]îjON]€OQtKNo:M\mte’iUTf[¤mdTfoTbklTf[¤kq]JON]^v\”lTbkqeb[d•bhUTfKN]dkq]^[]ÊKNIUTf[rJkqMS©ÈIL[`cXe ]^K_ONMumdTfv£kq]ÊILoMuklTXkq]ÊiUT1hLK_e©ÈIqilkqMuklTXkq] •]^K_ONMumdTfv£kq]ÊILoMuklTXkq]ÊiUT1hLK_e©ÈIqilkqMuklTXkq] •rJkqMS©ÈIL[`cXeD 1 d 1 s −1D 2 d 2 s −1r¨]t bTXh"ebK`TXadcfeE kg m −2 s −1 •Er¨]t bTXh"ebK`TXadcfekqe[NevSeg kg m −2 s −1 •Er¨]t bTXh"ebK`TXadcfekq]´¥fzbIUT1KN]tOQM\klT[NeRLK_]ÊON]^v\”lTbkqeb[‘]ÊKNIUTf[j mm s −1 •Er¨]t bTXh"ebK`TXadcfekqMSKN]nOžTklT[QIqh"]^KN©È\mtMS]´klTf[‘©ÈebvS”UTX[r kg m −2 s −1 •Er«OQKQTXiL[NhLMSK`TXadcfeAkqe[Â ¾]^zb]tOžTfMS[tr kg m −2 s −1 •Fr¨©åT½OQebK‘kq]Ê©ÈeXOQeb[N[N\ijON]^[N]1 − •Fr¨©åT½OQebK‘kq]ÊhLK_]^[Q[`cfe:”LM\kqK`¥fILvSMumdT2 −r¨©åT½OQebK‘kq]ÊhLK_]^[Q[`cfeAkq]FbTfh7ebK‘klTTfONo:e[N©È]tK`T3 − ••FOQ]to:h"]^K`T½OQILKQT:T½OQo:eb[N©È^K_MumdT r¨©åT½OQebK‘kq]4 −r¨©ÈILiladcfe:hUTfK`T1md¥Xv\mtILvSeAkqeAmteŽ]nãUmtM\]tijOQ]´kq]¢mdTfvSeKF h − ••Fr¨©ÈILiladcfe:hUTfK`T1md¥Xv\mtILvSeAkqeAmteŽ]nãUmtM\]tijOQ]´kq]Êo:ebo:]îjONem −r¨©ÈKQTbadcfeAkq]Ê[NILh"]^K_©ÈumnM\]´mtebR"]^K_ÒFT1h"ebKÄ¥XzbIUTw − ••G ik,k+1W m −2 •rJéLI–œqegkq]´mdTXvSebKÄ]î¾OQKN]´mdTXoATbklTf[’kq]¢ON]^v\”lTbkqeb[d•UhUTXK_]dkq]^[Ä]KNIUTf[r«élI–œqe:kq]¢mdTXvSebK¹[Q]tiL[QP ¾]tvH W m −2 •Hr«élI–œqe:kq]¢mdTXvSebK¹[Q]îq[QP ¾]tv£kq] OQ]^vS”UTbk–e[d•LhUTXK_]dkq]^[‘]ÊK_IUTf[i W m −2 •JrJkqMuT‹áªILvSMuTXiLed −rJmtebilkqIqOQMPK–M\klTXkq]´”qMukqKQ¥XILvSM\mdT:kqe[NevSe:iUT[žT½OQIqK`TXadcXesat mm s −1 ••rJmtebo:hLKNMSo:]î¾OQe:kq]¢]t[NÒ TXRLMSvSM\klTbkq]´kq]´}xebiLMSi–r_¦’RqILóŽ”LeƒL −L ↓ r¨K`TXkqMuTbadcfeT½OQo:eb[Q©Á^KNM\mdTkq]ÊebilklTf[‘vSeiLz¾TX[W m −2 ••Lr¨K`TXkqMuTbadcfeAkq]ÊeilklTf[ÄmnILK_OžTf[ÂOQeXOžTfṽ [NebRLKN]´TKNIUTr W m −2 •LrJmdTfv\ebK¹vuTfON]îjOQ]¢kq]Ê]t bTfh7ebK`TXadcfev J kg −1 •œqMœ

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96 - Programa de pÃ³s-graduaÃ§Ã£o em MÃ©todos NumÃ©ricos em ...

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