Calculo Potencia ACS Preparada

?- YF[HMDGO MHDHTOQGO YOQO YQHYOQOQ ODT

O{hmkghmkf ob tgt{h`o h`ybhokf hm bo yhyoodgôm kh ODT" bot gmt{obodgfmht yxhkhm dbotglgdoth hm3 Gmt{om{ïmhot3 Gmt{om{ïmhot3 Dxomkf th yhyoo tôbf hb doxkob kh`omkokf hm doko gmt{om{h Hm ht{h dotf" bo yf{hmdgo {ç`gdo yhdgto qxhko kh{h`gmoko yf hb `ïug`f doxkob o tx`gmgt{o Dfm odx`xbodgôm3 odx`xbodgôm3 Dxomkf th yhyoo xmo kh{h`gmoko dom{gkok kh ODT yh|go`hm{h ob dfmtx`f" qxh ht odx`xboko hm xm khyôtg{f w yft{hgf`hm{h kgt{gaxgko kh odxhkf dfm bo kh`omko Nodgot o ht{h tgt{h`o" bo yf{hmdgo dobfàlgdo mhdhtogo ht `hmf o bo qxh dfhtyfmkh ob dfmtx`f `ïug`f Yoo bbh|o o doaf bft dïbdxbft h`ybhoh`ft bot tgnxghm{ht {h`yho{xot {h`yho{xot khb onxo3 Onxo kh bo hk kh tx`gmgt{f3 ?9 ³D ODT kh x{gbgsodgôm3 ;8 ³D ODT odx`xboko f yhyooko3 <9 ³D Yoo kh{h`gmo bo dom{gkok kh ODT qxh ht kh`omkoko yf xmo gmt{obodgôm" yfkh`ft hdxg ob kfdx`hm{f aïtgdf EH-; khb Dôkgnf [çdmgdf kh Hkglgdodgôm %D[H' hm kfmkh th hdfnh bo {oabo 4? Kh`omko kh hlhhmdgo o <9 ³D

[oabo ?3 Kh`omko kh hlhhmdgo o <9 ³D

Dxomkf th {o{o kh xm hkglgdgf kh |g|ghmkot" bo dom{gkok kh ODT&kgo o <9 ³D yf yhtfmo th dobdxboï {hmkghmkf hm dxhm{o qxh hb mó`hf kh yhtfmot yf |g|ghmko khahï eodhth x{gbgsomkf df`f |obfht `àmg`ft bft qxh th hbodgfmom o dfm{gmxodgôm3

[oabo 13 Yhtfmot qxh eoag{om hm hm xmo |g|ghmko hm lxmdgôm khb m³ kh kf`g{fgft kf`g{fgft kh bo `gt`o

Hm hb dotf kh qxh hb ODT bf odx`xbh`ft o xmo {h`yho{xo kgt{gm{o kh <9 ³D" mhdhtg{oh`ft `owf dom{gkok kh onxo" wo qxh ob {hmh `hmf {h`yho{xo {hmh`ft `hmft hmhnào odx`xboko" yoo hbbf x{gbgso`ft bo huyhtgôm3

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O lob{o kh ko{ft yhdgtft tfah hb dfmtx`f" yfkh`ft h`ybho bft hlbhcokft hm bo {oabo ?3

H`ybhf Bo|oaf Kxdeo Agkh{ Aoÿho yhqxhÿo Aoÿho `hkgomo Aoÿho nomkh Lhnokhf

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Kxodgôm %tn'

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[oabo 43 {h`yho{xot kh x{gbgsodgôm kh bft kgt{gm{ft dfmtx`ft kh ODT

?-? Tgt{h`ot kh yfkxddgôm gmt{om{ïmho

Hb dïbdxbf kh bo yf{hmdgo mhdhtogo th hobgso hm aoth ob `owf dfmtx`f gmt{om{ïmhf" bf qxh fabgno o h`ybho nomkht  yf{hmdgot dxomkf hb doxkob mhdhtogf ht g`yf{om{h Bo yf{hmdgo dobfàlgdo hob _ mhdhtogo yoo dobhm{o xm doxkob \`ou %b{t&e' khtkh bo {h`yho{xo kh hm{oko khb onxo kh hk [h eot{o bo kh th|gdgf [t |obh huyhtomkf hb dobf htyhdàlgdf hm Jdob&jn ³D w ok`g{ghmkf qxh ? bg{f kh onxo yhto ? Jn" |obh3

Kfmkh ξ ht hb hmkg`ghm{f khb oyoo{f kh yfkxddgôm gmt{om{ïmho kh ODT

?-1 Tgt{h`ot kh yfkxddgôm yf odx`xbodgôm kh yhqxhÿo doyodgkok

Hm ht{ft tgt{h`ot" qxh gmdfyfom xmo dobkho" xm khyôtg{f odx`xbokf dfm gm{hdo`agokf gm{hmf w xm dgdxbokf" hb kg`hmtgfmokf kh bft df`yfmhm{ht th eodh nhmhob`hm{h yoo to{gtlodh bo kh`omko `ïug`o kxom{h xm yhgfkf yxm{o kh ?9 `gmx{ft 1

Kh odxhkf dfm hb ygmdgygf kh {fkf gm{hdo`agokf kh dobf" bo hmhnào {ç`gdo qxh oatfah hb dgdxg{f thdxmkogf ht gnxob ob qxh dhkh hb yg`ogf" ht khdg" yoo hb onxo bo yf{hmdgo {ç`gdo ó{gb _x ht3

Kfmkh Dh3 Dobf htyhdàlgdf khb onxo Z? Jdob&%Jn ⋈³DP" \y3 Doxkob kh onxo khb yg`ogf %b{t&e'" \g3 Doxkob gmt{om{ïmhf kgtyfmgabh kh ODT ∌{3 Tob{f {ç`gdf %³D' qxh huyhg`hm{o hb onxo kh bft htyhd{g|ft dgdxg{ft" ob yoto yf hb g m{hdo`agokf

Kh bo huyhtgôm om{hgf yfkh`ft khkxdg hb doxkob `ïug`f gmt{om{ïmhf kh ODT qxh th yxhkh fa{hmh hm hb thdxmkogf Hm hb dgdxg{f yg`ogf hb doxkob kh onxo \y khyhmkh kh bo yf{hmdgo {ç`gdo ó{gb khb tgt{h`o dobhlod{f w khb kglhhmdgob {ç`gdf khb onxo ∌{ qxh hm{o w tobh khb gm{hdo`agokf Yf bf {om{f hb doxkob ht gnxob o3

\y3 Doxkob kh onxo khb yg`ogf %b{t&e' _x3 Yf{hmdgo {ç`gdo ó{gb khb tgt{h`o dobhlod{f %Jdob&e' ∌{3 Tob{f {ç`gdf %³D' Dh3 Dobf htyhdàlgdf khb onxo Z? Jdob&%Jn ⋈³DP

Kh odxhkf dfm ht{h doxkob w bot yçkgkot kh dono khb dgdxg{f yg`ogf" th hbhngï bo af`ao dgdxbokfo okhdxoko hmdonoko kh `f|h hb onxo kh kgdef dgdxg{f Bo yfkxddgôm odx`xboko kh ODT yh`g{h tx`gmgt{o xm doxkob `owf qxh hb gmt{om{ïmhf" kxom{h xm yhgfkf kh{h`gmokf %?9 `gmx{ft'" khyhmkghmkf hthmdgob`hm{h khb |fbx`hm odx`xbokf w kh bo {h`yho{xo kh ob`odhmo`ghm{f ob`odhmo`ghm{f Bo doyodgkok kh yfkxddgôm kh ODT dfm odx`xbodgôm kxom{h bft yhgfkft yxm{o ht bo tx`o kh bo yfkxddgôm gmt{om{ïmho w bo odx`xboko Df`f wo toaht" bo {h`yho{xo kh dfmtx`f f kh x{gbgsodgôm ht gmlhgf o bo kh ob`odhmo`ghm{f" yf bf {om{f tg {hmh`ft xm |fbx`hm kh ODT odx`xbokf \od o xmo {h`yho{xo {od" mft yh`g{gï fa{hmh xm |fbx`hm kh x{gbgsodgôm \x `owf" dxwf |obf th kh{h`gmo yf bo huyhtgôm3

Tghmkf \x3 \fbx`hm kh x{gbgsodgôm f kgtyfmgabh \od3 \fbx`hm kh odx`xbodgôm {od3 [h`yho{xo kh odx`xbodgôm {x3 [h`yho{xo kh x{gbgsodgôm f kh dfmtx`f" {h3 [h`yho{xo khb onxo kh bo hk

Hm bo yïd{gdo tôbf ht yftgabh x{gbgso hb 79( khb |fbx`hm odx`xbokf o <9 ³D" yf bf qxh hb |fbx`hm ó{gb fa{hmgkf ht obnf `hmf Yf hbbf bo huyhtgôm om{hgf th dfgnh dfm hb dfhlgdghm{h 9"7" htxb{omkf3

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Bo yfkxddgôm {f{ob khb tgt{h`o kh odx`xbodgôm ht bo tx`o khb |fbx`hm x{gbgsoabh \x qxh odoao`ft kh dobdxbo" `ït bo dom{gkok oyf{oko yf hb gm{hdo`agokf kh dobf \ho`ft" dxomkf th df`ghmso o dfmtx`g ODT" bo {h`yho{xo khb khyôtg{f khtdghmkh" yhf hb gm{hdo`agokf mf df`ghmso o dobhm{o hb onxo eot{o qxh hb {h`ft{o{f bh kh bo fkhm Hb {gh`yf {omtdxgkf yoo qxh ht{f th yfkxsdo th ht{g`o hm nhmhob hm xmft 8 `gmx{ft Yf bf {om{f" hm bft tgt{h`ot kh yfkxddgôm kh ?9 `gmx{ft" bo yfkxddgôm gmt{om{ïmho th hlhd{óo kxom{h bft ht{om{ht 8 `gmx{ft %?&?1 kh efo'" dfm bf dxob bo dom{gkok kh onxo kgtyfmgabh hm kgdef yhgfkf thï3

Tghmkf \g hb doxkob gmt{om{ïmhf qxh yfyfdgfmo hb gm{hdo`agokf hm b{t&e

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