Tarea 2: Sergio Paul Pedraza Pacello
August 30, 2022 | Author: Anonymous | Category: N/A
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^EKWN_TKBFB F^RÔECMF JFO_KNA _NEN MC_NEC KETRKR^RC PF_F AF N\DNANEDKF NE ACT ENJCDKCT BNA JFT, NEN_JÍF N LKB_CDF_O^_CT KENJFT
Bkpacmfbc ne Cpnrfbcr ne Pafetf bn Jfs P_CDNTCT BNA JFT K DCERNEKBC BN FJ^F NE ^EF DC__KNERN BN JFT JFT
NTR^BKFERN8 Kej. Tnrjkc Pføa Pnbrfzf Pfdnaac BCDNERN8 MTd. Kej. Nkefr Mcetföc
TFERF D_^X BN AF TKN__F — OCAKWKF OCAKWKF TNPRKNMO_N — ?0?6 ?0?6
ÍEBKDN BN DCERNEKBC8 6.
MF_DC RNÔ_ RNÔ_KDC.. KDC.................... ................................... .................................. .................................... .................................... ..................... 2 JNEN_FAKBF JNEN_ FAKBFBNT BNT .................................. ................................................... ................................... ................................... ............................ ........... 2 DCERFMKEFERNT BNA JFT EFR^_FA...................... EFR^_FA............. .................. .................. .................. .................. ............ ... 2 NGNDRCT BNA FJ^F................................ .................................................. .................................... ................................... ......................... ........ > DCERNEKBC BN FJ^F NE NA JFT EFR^_FA EFR^_FA .......................... ................. .................. .................. ............... ...... > MËRCBC BN MDINRRF [ ZNLN ................................... .................................................... ................................... ...................... > DC__NAFDKÔE BN O^IF O^IFDNI DNI .................................. ................................................... ................................... .......................... ........ <
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COHNR COHNRKWCT KWCT88 ................. .................................... .................................... ................................... ................................... ............................. ............ 60 COHNRKWC JNEN_ JNEN_FA FA88 ................................. .................................................. .................................... .................................... .................... ... 60 COHNRKWCT NTPND NTPNDÍGKD ÍGKDCT8 CT8 .................................. ................................................... .................................... .............................. ........... 60
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BNTF__CAAC BN AF FDRKWKBFB8......... .................. ................... .................. .................. ................... .............. ..... 66 BNRN_MKEFDKÔE BNA DCERNEKBC BN FJ^F MNBKFERN MËRCBCT MFRNMÆRKD MFRNM ÆRKDCT CT ................................... .................................................... ................................... ................................... ............................. ............ 6? _NTCA^DKÔE MNBKFERN AF DC__NAFDKÔE BN O^IFDNI .................. ................. . 6? _NTCA^DKÔE MNBKFERN NA MËRCBC J_FGKDC BN MDINRRF [ ZNON .................................. ............... .................................... .................................. .................................. .................................... .................................... .................... ... 64 BNRN_MKEFDKÔE BNA DCERNEKBC BN FJ^F MNBKFERN NA TCGRZF_N L[T[T L[T[ T ................................. .................................................. ................................... ................................... ................................... .............................. ............ 62 PFTC 68 D_NF_ DFTC BN NTR^BKC [ DF_JF BN DCMPCENERNT FA P_CJ_FMF P_CJ _FMF................................... .................................................... ................................... ................................... ................................ ............... 62 PFTC ?8 DF_JF BNA PFV^NRN BN GA^KBCT [ KEJ_NTC FA NERC_EC BN TKM^AFDKÔ TKM^AFDKÔE E .................................. .................................................... .................................... ................................... ....................... ...... 62 PFTC 48 D_NFDKÔE BN DC__KNERN BN MFRN_KF .................. ......... ................... .................. ........ 6> PFTC 28 DF_JF BN DCMPCTKDKÔE [ DCEBKDKCENT .................. ......... .................. ............. .... 6> PFTC >8 BNRN_MKEFDKÔE BNA DCERNEKBC BN FJ^F NE AF DC__KNERN BN JFT ....................................................................................... 67
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DCED DCEDA^TK A^TKCENT CENT ................. .................................. ................................... .................................... ................................... ....................... ...... 6;
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OKOAKCJ_FGÍ OKOAKCJ_FGÍF F ......... ................... ................... .................. .................. .................. .................. .................. .................. .................. ............. .... 6;
Tnrjkc Pføa Pnbrfzf Pfdnaac
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KEBKDN BN GKJ^_FT8 GKJ^_F 6.68 Dfrtf bn Mdinttf y Znon ........................................................................ 7 GKJ^_F 6.?8Dcetnekbc ngndtkvc bn DC? ne uef mnzdaf bn jfsns .................. ......... .................. ............... ...... : GKJ^_F 6.48Dcetnekbc 6.48Dcetnekbc ngndtkvc bn L?T ne uef mnzdaf bn jfsns............. jfsns.... .................. .................. ............ ... :
GKJ^_F 6.28Dcrrnafdkôe bn Ouifdni ........................................................................... ; GKJ^_F 4.68 Akstf bn dcmpcenetns ............................................................................ 62 GKJ^_F 4.?8 Drnfdkôe bn dcrrknetn bn mftnrkf ........................................................... 6> GKJ^_F 4.4 Dcebkdkcens bn af mnzdaf ....................................................................... 67 GKJ^_F 4.2 Drcmftcjrfgíf bn af mnzdaf .................................................................... 67 GKJ^_F 4.>8 Pnstföf bn prcpknbfbns prcpknbfbns bn af dcrrknetn bn mftnrkf ...... ............... ................... .................. ........ 6: GKJ^_F 4.78 Fbkdkcefebc na dcetnekbc bn fjuf f af pnstföf prcpknbfbns ................ .................... 6: GKJ^_F 4.:8 Dcetnekbc bn fjuf ne af dcrrknetn bn jfs dfaduafbc pcr L[T[T ........... 6 ppm, pfrf afs pafetfs drkcjëekdfs.
DCERNEKBC BN FJ^F NE NA JFT EFR^_FA Na dcetnekbc bn fjuf bn uef dcrrknetn bn jfs sfturfbc, sn punbn bntnrmkefr okne snf ne gcrmf mfeufa c usfebc ue prcjrfmf bn dcmputfbcr pfrf skmuafdkôe bn prcdnscs (L[T[T). Ne na prnsnetn kegcrmn nstubkfrnmcs acs bcs mëtcbcs mfeufans mfs cdupfbcs acs dufans sce na mëtcbc bn Mdinttf y Znln y na mëtcbc bn Ouifdni.
MËRCBC BN MDINRRF [ ZNLN Na mëtcbc mfeufa qun mæs grndunetnmnetn sn usf ne af kebustrkf bna jfs efturfa ns na usc bn af dfrtf bn dcetnekbc bn fjuf bn Mdinttf y Znln, qun dcrrnspcebn f af Gkj. ?0-4 bna JPTF. Tke nmofrjc, nstf dfrtf puoakdfbf ne 6;>< dce ofsn ne acs bftcs nxpnrkmnetfans bkspcekoans pcr nsn tknmpc, nst f ̆ akmktfbf f jfsns buadns y ec bnon snr usfbf pfrf
Tnrjkc Pføa Pnbrfzf Pfdnaac
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dcmpcskdkcens dcmpcskdk cens bn jfsns fjrkcs mfycrns bn >% mca (L?T y/c DC?). Af dfrtf bn Mdinttf y Znon ns mcstrfbf ne af GKJ^_F 6.68 GKJ^_F 6.68 Dfrtf Dfrtf bn Mdinttf y Znon
G^NERN8 JPTF JPTF
Bnokbc f qun tfetc na L?T dcmc na DC? dcetknene mæs fjuf f sfturfdkôe qun na mntfec c mnzdafs bn jfs efturfa buadn, pfrtkduafrmnetn f prnskcens pcr nedkmf bn :00 pskf f tnmpnrfturf fmoknetn, sn bnon lfdnr dcrrnddkôe pcr L?T y DC?. Nstfs dcrrnddkcens sce skjekgkdftkvfmnetn mæs endnsfrkfs f mæs fatfs dcednetrfdkcens y prnskcens. Afs tfoafs cdupfbfs pfrf af dcrrnddkôe bn jfsns ædkbcs sce mcstrfbfs ne af GKJ^_F 6.? [ 6.48 Tnrjkc Pføa Pnbrfzf Pfdnaac
7
GKJ^_F 6.?8Dcetnekbc 6.?8Dcetnekbc ngndtkvc bn DC? ne uef mnzdaf bn jfsns
G^NERN8 JPTF JPTF
GKJ^_F 6.48Dcetnekbc 6.48Dcetnekbc ngndtkvc bn L?T ne uef m mnzdaf nzdaf bn jfsns
G^NERN8 JPTF JPTF
Tnrjkc Pføa Pnbrfzf Pfdnaac
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Pfrf af dfrtf bn af Gkj. ?0-4 (GKJ^_F 6.6) bna JPTF af dcrrnddkôe pcr jrfvnbfb bn jfs ec bnon usfrsn dufebc lfy prnsnedkf bn L?T y DC?, y pcr na ngndtc bn dknrtcs lkbrcdfrourcs ec sknmprn ns fbndufbf, nspndkfamnetn ne af prnbkddkôe bn dcetnekbc bn fjuf f prnskcens pcr nedkmf bn 6,>00 pskf (60>,> ij/dm?).
Na JPTF tknen ue mëtcbc skmpan pfrf bntnrmkefr na dcetnekbc bn fjuf bn jfsns fjrkcs. Na dufa dceskstn ne ue prcmnbkc fbktkvc bn af grfddkôe mca dcrrnspcebknetn f acs dcetnekbcs bn fjuf ne acs dcestktuynetns buadn y fjrkc. Tn fpakdf f mnzdafs jfsncsfs dce ue dcetnekbc bn jfs ædkbc pcr bnofhc bn 20%, mnbkfetn na usc bn af skjuknetn ndufdkôe y afs Gkjs. ?0-4, ?0-60 y ?0-66 bna JPTF (GKJ^_FT 6.6, 6.? y 6.4). Z = [LD ZLD + [DC? ZDC? +[L?T ZL?T
DC__NAFDKÔE BN O^IFDNI Af dcrrnafdkôe bn Ouifdni ns ue mëtcbc snedkaac, prndksc, y prædtkdc ne su fpakdfdkôe pfrf jfsns buadns. Na dufa sn sn ofsf ne qun na dcetnekbc bn fjuf sfturfbf sfturfbf ne ue jfs efturfa bnpnebn bn af prnskôe, bn af tnmpnrfturf bna gaukbc. Acs dfmokcs bn tnmpnrfturf y prnskôe qun nxpnrkmnetf na jfs efturfa lfdne qun na fjuf sn bnpcsktn ne gcrmf aíqukbf ne afs tuonrífs qun sn utkakzfe pfrf su trfespcrtn. Dufebc na jfs efturfa nstæ sfturfbc prcbudn bnpôsktcs bn aíqukbcs fa ofhfr af tnmpnrfturf. Pcr ac tfetc, af dcrrnafdkôe bn Ouifdni, pnrmktn dfaduafr na dcetnekbc bn fjuf pfrf jfsns buadns f pfrtkr bn af prnskôe y tnmpnrfturf bna jfs efturfa pcr mnbkc bn af ndufdkôe mcstrfbf ne af GKJ^_F 6.2. Bcebn8 (F y O) sce dcestfetns nmpírkdfs qun bnpnebne bn af tnmpnrfturf. (Z) rnprnsnetf na dcetnekbc tctfa bn fjuf ne na jfs buadn ne (aos ( aos L?C/MM pde bn Jfs lømnbc)9 (P) ns af prnskôe ne (apdf), (F) ns uef dcestfetn qun bnpnebn bn af tnmpnrfturf, y rnprnsnetf na dcetnekbc bn fjuf ne na jfs ne dcebkdkcens kbnfans, mknetrfs qun (O) ns uef dcestfetn qun bnpnebn bn af tnmpnrfturf y rnprnsnetf fa vfacr bna dcetnekbc bn fjuf f afs dcebkdkcens cpnrfdkcefans.
Tnrjkc Pføa Pnbrfzf Pfdnaac
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GKJ^_F 6.28Dcrrnafdkôe 6.28Dcrrnafdkôe bn Ouifdni
G^NERN8 JPTF JPTF
Af ndufdkôe bn dcrrnafdkôe bn Ouifdni pnrmktn bfr dumpakmknetc f af Ecrmf Ketnrefdkcefa FTRM.B662?.07, qun bftf bna föc 6;>0 dce øatkmf fprcofdkôe na prkmnrc bn huekc bna ?007. Af ecrmf bnsdrkon na mëtcbc bn prunof pfrf af bntnrmkefdkôe bna dcetnekbc bn fjuf ne dcmoustkoans jfsncscs f trfvës bn af mnbkdkôe bn af tnmpnrfturf bna puetc bn rcdíc y na dæaduac bna dcetnekbc bn fjuf f pfrtkr bn af tnmpnrfturf bna puetc bn rcdíc. Na dcetnekbc bn fjuf cotnekbc f trfvës bn af ndufdkôe bn dcrrnafdkôe bn Ouifdni.
Tnrjkc Pføa Pnbrfzf Pfdnaac
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Af ndufdkôe pnrmktn bntnrmkefr na dcetnekbc bn fjuf ne na jfs, lfstf vfacrns bn prnskôe bn 7 eD> D7 D: L?C
% Mcafr 0,>4 6,2; ,2; 7,:> 4,606 6,0? 0,;6 0,?6> 0,?> 0,64> 0,606 0,00< 600
Grfddkce Mcafr 0,00>4 0,062; 0,2; 0,07:> 0,04606 0,060? 0,00;6 0,00?6> 0,00?> 0,0064> 0,00606 0,0000< 6
G^NERN8 Nafocrfdkôe prcpkf
Af mnzdaf bn lkbrcdfrourcs mcstrfbcs ne na dufbrc fetnrkcr dcetnebræ afs skjuknetns dcebkdkcens mcstrfbfs ne na D^FB_C 4.?8 D^FB_C 4.?8Dcebkdkcens bn af mnzdaf bn lkbrcdfrourcs
DCEBKDKCENT Prnskôe
;00 pskf
Rnmpnrfturf
660 G
Dfubfa
6> MMPBD G^NERN8 Nafocrfdkôe prcpkf
Tnrjkc Pføa Pnbrfzf Pfdnaac
66
Pfrf bntnrmkefr na dcetnekbc bn fjuf ne af mnzdaf bn lkbrcdfrourcs fetnrkcrmnetn mcstrfbf cdupfrnmcs mëtcbcs mftnmætkdcs y na prcjrfmf bn skmuafdkôe L[T[T dce na gke bn dcmpfrfr acs rnsuatfbcs bn dfbf uec bn naacs. Bnokbc f ac mnedkcefbc bkvkbkrnmcs na prnsnetn trfofhc bn fdunrbc fa mëtcbc pfrf bntnrmkefr na dcetnekbc bn fjuf ne af dcrrknetn bn jfs efturfa.
BNRN_MKEFDKÔE BNA DCERNEKBC BN FJ^F MNBKFERN MËRCBCT MFRNMÆRKDCT Pfrf bntnrmkefr na dcetnekbc bn fjuf ne uef dcrrknetn bn jfs cdupfrnmcs bcs mëtcbcs mftnmætkdcs sknebc nstcs af dcrrnafdkôe bn Ouifdni y na mëtcbc jrfgkdc bn Mdinttf y Znon.
_NTCA^DKÔE _NTCA^DKÔ E MNBKFERN AF DC__NAFDKÔE BN O^IFDNI Tn bntnrmkec na dcetnekbc bn fjuf pfrf af dcrrknetn bn jfs bfbf fetnrkcrmnetn, mnbkfetn na mëtcbc bn O^IFDNI bn af skjuknetn mfenrf8 Bftcs8 P = ;00 pskf9 R = 660 660 G
=
()
+ ( ?0 ?0 / /) )
Bnsbn af tfoaf rngnrnetn f af dcrrnafdkôe bn Ouifdni (GKJ^_F #2), annmcs acs vfacrns rnspndtkvcs pfrf F y O. Pfrf uef tnmpnrfturf bn 660 G8 Bn af GKJ^_F 6.2 (@ 660 660 G y ;00 pskf)8 F = 70.>009 70.>009 O = 6;,60
=
70.>00 (;00)
+ 6; 6;,6 ,60 0
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