Diode Circuits or Uncontrolled Rectifier
|
|
|
- Sarah Berry
- 9 years ago
- Views:
Transcription
1 EE 45- Elecric Drives Chaper Dr. Ali M. Elaaly Dide Circuis r Ucrlled ecifier. rduci Because f heir abiliy cduc curre i e direci, dides are used i recifier circuis. The defiii f recificai prcess is he prcess f cverig he aleraig vlages ad curres direc curres ad he device is kw as recifier is exesively used i chargig baeries; supply DC rs, elecrcheical prcesses ad pwer supply secis f idusrial cpes. The s faus dide recifiers have bee aalyzed i he fllwig secis. Circuis ad wavefrs draw wih he help f PM siulai prgra. There are w differe ypes f ucrlled recifiers r dide recifiers, half wave ad full wave recifiers. Full-wave recifiers has beer perfrace ha half wave recifiers. Bu he ai advaage f half wave recifier is is eed less uber f dides ha full wave recifiers. The ai disadvaages f half wave recifier are: - High ripple facr, - Lw recificai efficiecy, - Lw rasfrer uilizai facr, ad, 4- DC saurai f rasfrer secdary widig.. Perfrace Paraeers s recifier applicais, he pwer ipu is sie-wave vlage prvided by he elecric uiliy ha is cvered a DC vlage ad AC cpes. The AC cpes are udesirable ad us be kep away fr he lad. Filer circuis r ay her haric reduci echique shuld be isalled bewee he elecric uiliy ad he recifier ad bewee he recifier upu ad he lad ha filers u he udesired cpe ad allws useful cpes g hrugh., careful aalysis has be de befre buildig he recifier. The aalysis requires defie he fllwig ers: The average value f he upu vlage,, The average value f he upu curre,, The rs value f he upu vlage, rs, The rs value f he upu curre, rs The upu DC pwer, P * (.) The upu AC pwer, P ac rs * rs (.) The effeciecy r recificai rai is defied as η P / Pac (.) The upu vlage ca be csidered as beig cpsed f w cpes () he DC cpe ad () he AC cpe r ripple. The effecive (rs) value f he AC cpe f upu vlage is defied as:- ac rs The fr facr, which is he easure f he shape f upu vlage, is defied as shw i equai (.5). Fr facr shuld be greaer ha r equal e. The shape f upu vlage wavefr is eare be DC as he fr facr eds uiy. FF rs / (.5) The ripple facr which is a easure f he ripple ce, is defied as shw i (.6). ipple facr shuld be greaer ha r equal zer. The shape f upu vlage wavefr is eare be DC as he ripple facr eds zer. (.4)
2 Dide Circuis r Ucrlled ecifier 9 ac rs rs F FF (.6) Where ad are he rs vlage ad rs curre f he rasfrer secdery respecively. Tal Haric Disri (THD) easures he shape f supply curre r vlage. THD shuld be grearer ha r equal zer. The shape f supply curre r vlage wavefr is ear be siewave as THD eds be zer. THD f ipu curre ad vlage are defied as shw i (.8.a) ad (.8.b) respecively. THD i, ad THD v (.8) where ad are he fudaeal cpe f he ipu curre ad vlage, ad respecively. geeral, pwer facr i -siusidal circuis ca be baied as fllwig: eal Pwer P PF csφ (.) Appare laperes Where, φ is he agle bewee he curre ad vlage. Defiii is rue irrespecive fr ay siusidal wavefr. Bu, i case f siusidal vlage (a supply) bu -siusidal curre, he pwer facr ca be calculaed as he fllwig: Average pwer is baied by cbiig i-phase vlage ad curre cpes f he sae frequecy. P cs φ PF cs φ Disri Facr* Displacee Faacr (.) Where φ is he agle bewee he fudaeal cpe f curre ad supply vlage. Disri Facr fr siusidal perai ad displacee facr is a easure f i. displacee bewee v( ) ad ( ) igle-phase Half Wave Dide ecifier Wih esisive Lad Fig.. shws a sigle-phase half-wave dide recifier wih pure resisive lad. Assuig siusidal vlage surce, he dide beigs cduc whe is ade vlage is greaer ha is cahde vlage as a resul, he lad curre flws., he dide will be i ON sae i psiive vlage half cycle ad i OFF sae i egaive vlage half cycle. Fig.. shws varius curre ad vlage wavefrs f half wave dide recifier wih resisive lad. These wavefrs shw ha bh he lad vlage ad curre have high ripples. Fr his reas, siglephase half-wave dide recifier has lile pracical sigificace. Fig.. igle-phase half-wave dide recifier wih resisive lad.
3 Chaper Tw Fig.. arius wavefrs fr half wave dide recifier wih resisive lad. The average r DC upu vlage ca be baied by csiderig he wavefrs shw i Fig.. as fllwig: si d (.) Where, is he axiu value f supply vlage. Because he lad is resisr, he average r DC cpe f lad curre is: The r ea square (rs) value f a lad vlage is defied as: rs si d (.4) rs iilarly, he r ea square (rs) value f a lad curre is defied as: rs is clear ha he rs value f he rasfrer secdary curre, is he sae as ha f he lad ad dide curres The D (.5) Where, D is he rs value f dide curre. Exaple : The recifier shw i Fig.. has a pure resisive lad f Deerie (a) The efficiecy, (b) Fr facr (c) ipple facr (d) Peak iverse vlage (P) f dide D. lui: Fr Fig.., he average upu vlage is defied as: d si( ) ( cs cs()) The,
4 Dide Circuis r Ucrlled ecifier rs ( si ), rs ad, The rs value f he rasfrer secdery curre is he sae as ha f he lad: The, he efficiecy r recificai rai is: * P * η 4.5% Pac rs * rs * rs (b) FF. 57 ac (c) F FF.57. (d) is clear fr Fig. ha he P is.... Half Wave Dide ecifier Wih -L Lad case f L lad as shw i Fig.., The vlage surce, if vs si( ), v s is psiive whe < <, ad v s is egaive whe < <. Whe v s sars becig psiive, he dide sars cducig ad he surce keeps he dide i cduci ill reaches radias. A ha isa defied by radias, he curre hrugh he circui is zer ad here is se eergy sred i he iducr. The vlage acrss a iducr is psiive whe he curre hrugh i is icreasig ad i beces egaive whe he curre hrugh i eds fall. Whe he vlage acrss he iducr is egaive, i is i such a direci as frward-bias he dide. The plariy f vlage acrss he iducr is as shw i he wavefrs shw i Fig..4. Whe v s chages fr a psiive a egaive value, he vlage acrss he dide chages is direci ad here is curre hrugh he lad a he isa radias ad he dide ciues cduc ill he eergy sred i he iducr beces zer. Afer ha, he curre eds flw i he reverse direci ad he dide blcks cduci. The eire applied vlage w appears acrss he dide as reverse bias vlage. A expressi fr he curre hrugh he dide ca be baied by slvig he defereial equai represeig he circui. Fig.. Half Wave Dide ecifier Wih -L Lad
5 Chaper Tw Fig..4 arius wavefrs fr Half wave dide recifier wih -L lad. Assue Z φ j wl The Z w L, L Z csφ, L Z siφ ad a φ Z wl a φ Φ i ( ) si( φ) si( φ) e Z (.4) arig fr, as icreases, he curre wuld keep decreasig. Fr se value f, say β, he curre wuld be zer. f > β, he curre wuld evaluae a egaive value. ice he dide blcks curre i he reverse direci, he dide sps cducig whe reaches β. The value f β ca be baied by subsiuig ha i( ) w i (.4) we ge: β β a ( ) φ i β si( ) si( ) β φ φ e (.5) Z The value f β ca be baied fr he abve equai by usig he ehds f uerical aalysis. This average value ca be baied as shw i (.6). The rs upu vlage i his case is shw i equai (.7). β * si *( cs β ) d (.6) β rs * ( si ) * β.5( si( β ) dw (.7).4 igle-phase Full-Wave Dide ecifier The full wave dide recifier ca be desiged wih a ceer-aped rasfrer as shw i Fig..8, where each half f he rasfrer wih is assciaed dide acs as half wave recifier r as a bridge dide recifier as shw i Fig... The advaage ad disadvaage f ceer-ap dide recifier is shw belw:
6 Dide Circuis r Ucrlled ecifier Advaages The eed fr ceer-apped rasfrer is eliiaed, The upu is wice ha f he ceer apped circui fr he sae secdary vlage, ad, The peak iverse vlage is e half f he ceer-ap circui. Disadvaages requires fur dides isead f w, i full wave circui, ad, There are always w dides i series are cducig. Therefre, al vlage drp i he ieral resisace f he dides ad lsses are icreased. The fllwig secis explai ad aalyze hese recifiers..4. Ceer-Tap Dide ecifier Wih esisive Lad he ceer ap full wave recifier, curre flws hrugh he lad i he sae direci fr bh half cycles f ipu AC vlage. The circui shw i Fig..8 has w dides D ad D ad a ceer apped rasfrer. The dide D is frward bias ON ad dide D is reverse bias OFF i he psiive half cycle f ipu vlage ad curre flws fr pi a pi b. Whereas i he egaive half cycle he dide D is reverse bias OFF ad dide D is frward bias ON ad agai curre flws fr pi a pi b. Hece DC upu is baied acrss he lad. Fig..8 Ceer-ap dide recifier [ Fig..9 arius curre ad vlage wavefrs fr ceer-ap dide recifier wih resisive lad. case f pure resisive lad, Fig..9 shws varius curre ad vlage wavefr fr cverer i Fig..8. The average ad rs upu vlage ad curre ca be baied fr he wavefrs shw i Fig..9 as shw i he fllwig: si d ad (.6)
7 Chaper Tw 4 ( si ) rs d ad rs (.8) P f each dide (.4) (.4) The rs value f he rasfrer secdery curre is he sae as ha f he dide: D (.4) Exaple. The recifier i Fig..8 has a purely resisive lad f Deerie (a) The efficiecy, (b) Fr facr (c) ipple facr (d) Peak iverse vlage (P) f dide D. lui:- The efficiecy r recificai rai is * P * η 8.5% Pac rs * rs * rs (b) FF. ac (c) F FF.. 48 (d) The P is.4. igle-phase Full Bridge Dide ecifier Wih esisive Lad Aher aleraive i sigle-phase full wave recifier is by usig fur dides as shw i Fig.. which kw as a sigle-phase full bridge dide recifier. is easy see he perai f hese fur dides. The curre flws hrugh dides D ad D durig he psiive half cycle f ipu vlage (D ad D4 are OFF ). Durig Fig.. igle-phase full bridge dide recifier. he egaive e, dides D ad D4 cduc (D ad D are OFF ). psiive half cycle he supply vlage frces dides D ad D be "ON". sae ie i frces dides D ad D4 be "OFF"., he curre ves fr psiive pi f he supply vlage acrss D he pi a f he lad he fr pi b he egaive arked pi f he supply vlage hrugh dide D. he egaive vlage half cycle, he supply vlage frces he dides D ad D be "OFF". sae ie i frces dides D ad D4 be "ON"., he curre ves fr egaive arked pi f he supply vlage acrss D he pi a f he lad he fr pi b he psiive arked pi f he supply vlage hrugh dide D4., i
8 Dide Circuis r Ucrlled ecifier 5 is clear ha he lad curres ves fr pi a pi b i bh psiive ad egaive half cycles f supply vlage., a DC upu curre ca be baied a he lad i bh psiive ad egaive halves cycles f he supply vlage. The cplee wavefrs fr his recifier is shw i Fig... Fig.. arius curre ad vlage wavefrs f Full bridge sigle-phase dide recifier. Exaple 4 The recifier shw i Fig.. has a purely resisive lad f 5 Ω ad, si 4 ad uiy rasfrer rai. Deerie (a) The efficiecy, (b) Fr facr, (c) ipple facr, (d) The peak iverse vlage, (P) f each dide,, ad, (e) pu pwer facr. lui: si d ,. 74 A / rs ( si) d. P (a) η 8.6 % Pac rs rs rs (b) FF., rs 4. 4A ac rs rs (c) F FF. 48 (d) The P e al Pwer csφ (e) pu pwer facr Appera Pwer.4.4 Full Bridge igle-phase Dide ecifier wih DC Lad Curre The full bridge sigle-phase dide recifier wih DC lad curre is shw i Fig..4. his circui he lad curre is pure DC ad i is assued here ha he surce iducaces is egligible. his case, he circui wrks as explaied befre i resisive lad bu he curre wavefr i he supply will be as shw i Fig..5. Ad he rs value f he ipu curre is
9 Chaper Tw 6 Fig..4 Full bridge sigle-phase dide recifier wih DC lad curre. Fig..5 arius curre & vlage wavefrs fr sigle-phase dide bridge recifier fr pure DC lad. The supply curre i case f pure DC lad curre is shw i Fig..5, as we see i is dd fuci, he a cefficies f Furier series equal zer, a, ad [ ] [ ] ,,, 4 cs cs cs *si fr d b (.5) The fr Furier series cceps we ca say:...) 9 si 9 7 si 7 5 si 5 si *(si 4 ) ( i (.5) 46% )) ( ( THD s r we ca bai )) ( ( THD s as he fllwig: Fr (.5) we ca bai he value f is % 4 4 )) ( ( s THD
10 Dide Circuis r Ucrlled ecifier 7 Exaple 5 slve Exaple 4 if he lad is A pure DC lui: Fr exaple , rs. P rs (a) η 9 % (b) FF. P ac rs rs (c) F ac rs rs FF. 48 (d) The P 4 4 * (e) 7. A e al Pwer pu Pwer facr Appera Pwer * csφ A ad rs A *csφ 7. * Effec Of L O Curre Cuai Of igle-phase Dide Bridge ecifier. Fig..5 hws he sigle-phase dide bridge recifier wih surce iducace. Due he value f L he rasiis f he AC side curre i fr a value f (r vice versa) will be isaaeus. The fiie ie ierval required fr such a rasii is called cuai ie. Ad his prcess is called curre cuai prcess. arius vlage ad curre wavefrs f sigle-phase dide bridge recifier wih surce iducace are shw i Fig..6. Lag Fig..5 igle-phase dide bridge recifier wih surce iducace. Fig..6 arius curre & vlage wavefrs fr sigle-phase dide bridge recifier wih surce iducace.
11 Chaper Tw 8 Le us sudy he cuai ie sars a s as idicaed i Fig..6. A his ie he supply vlage sars be egaive, s dides D ad D have swich OFF ad dides D ad D4 have swich ON as explaied i he previus case wihu surce iducace. Bu due he surce iducace i will preve ha happe isaaeusly., i will ake ie cpleely ur OFF D ad D ad ake D ad D4 carry he eire lad curre ( ). Als i he ie he supply curre will chage fr which is very clear i Fig..6. Fig..7 shws he equivale circui f he dide bridge a ie. Fig..7 The equivale circui f he dide bridge a cuai ie L s u cs (.56) 4 L rd 4 f L (.6) The DC vlage wih surce iducace ackig i accu ca be calculaed as fllwig: acual wihu surceiduc ce rd 4 fls a (.6) s u. (.64) 8 u *si (.68) u si( u) pf (.69) u u Exaple 6 igle phase dide bridge recifier ceced k, 5 Hz, surce iducace X s 5H supply feed A pure DC lad, fid: (i) Average DC upu vlage, (ii) Pwer facr. Ad (iii) Deerie he THD f he uiliy lie curre. lui: (i) Fr (.6), * 5556 acual wihu surceiduc ce rd 4 fls a
12 Dide Circuis r Ucrlled ecifier 9 *5556 acual 4*5*.5* 97 (ii) Fr (.56) he cuai agle u ca be baied as fllwig: Ls * * * 5 *.5 * u cs cs.85rad The ipu pwer facr ca be baied fr (.69) as fllwig ( ) ( ) u *si u *si.85 pf * cs u u.85 u * A 8 u 8*.85 *si *si A u *.85 THD i %.5 Three Phase Dide ecifiers.5. Three-Phase Half Wave ecifier Fig.. shws a half wave hree-phase dide recifier circui wih dela sar hree-phase rasfrer. his circui, he dide wih highes peial wih respec he eural f he rasfrer cducs. As he peial f aher dide beces he highes, lad curre is rasferred ha dide, ad he previusly cduc dide is reverse biased OFF case. Fr he recifier shw i Fig.. he lad vlage, priary dide curres ad is FFT cpes are shw i Fig.., Fig.. ad Fig..4 respecively Fig.. ecdary ad lad vlages f half wave hree-phase dide recifier.
13 Chaper Tw Fig.. Priary ad dide curres. Priary curre Dide curre Fig..4 FFT cpes f priary ad dide curres. 5 By csiderig he ierval fr i he upu vlage we ca calculae he average 6 6 ad rs upu vlage ad curre as fllwig: 5 / 6 si d. 87 / 6 5 / 6 ad * rs / 6 ( si ) d..87 * * * (.7) (.7).847 (.7) The he dide rs curre is equal secdery curre ad ca be baied as fllwig: 847 r (.74) rs
14 Dide Circuis r Ucrlled ecifier Ne :he rs value f dide curre has bee baied fr he rs value f lad curre divided by because he dide curre has e hird pulse f siilar hree pulses i lad curre. TheP f he dides is (.75) LL Exaple 7 The recifier i Fig.. is peraed fr 46 5 Hz supply a secdary side ad he lad resisace is Ω. f he surce iducace is egligible, deerie (a) ecificai efficiecy, (b) Fr facr (c) ipple facr (d) Trasfrer uilizai facr, (e) Peak iverse vlage (P) f each dide. lui: 46 (a) 65.58, 65.58* , 87 rs. 847,.847 P rs The, η Pac rs rs % rs (b) FF.657 % (c) F ac rs rs FF 8.8 % (e) The P Three-Phase Half Wave ecifier Wih DC Lad Curre ad zer surce iducace case f pure DC lad curre as shw i Fig..5, he dide curre ad priary curre are shw i Fig..6. T calculae Furier rasfr f he dide curre f Fig..6, i is beer ve y axis ake he fuci as dd r eve cacel e cefficie a r b respecively. f we pu Y-axis a pi he we ca deal wih he secdary curre as eve fucis. The, b f secdary curre. alues f a ca be calculaed as fllwig: / a a d / / / *cs dw [ si ] / / * fr,,7,8,,4,... * fr 4,5,,,6,7 fr all replea harics (.77)
15 Chaper Tw... si8 8 si 7 7 si 5 5 si 4 4 si si ) ( O O s (.78) 9.4%.94 9 * / )) ( ( O s THD Fig..6 Priary ad secdary curre wavefrs ad FFT cpes f hree-phase half wave recifier wih lad curre New axis
16 Dide Circuis r Ucrlled ecifier Exaple 8 lve exaple 7 if he lad curre is A pure DC 46 lui: (a) 65.58, 65.58* , A , rs A rs 759 P.6* η 98.7 % Pac rs rs 5.759* rs (b) FF.657 % ac rs rs (c) F FF 8.8 % (d) The P Three-Phase Full Wave Dide ecifier.5. Three-Phase Full Wave ecifier Wih esisive Lad he circui f Fig.., he AC side iducace L is egleced ad he lad curre is pure resisace. Fig.. shws cplee wavefrs fr phase ad lie lie ipu vlages ad upu DC lad vlages. Fig.. shws dide curres ad Fig.. shws he secdary ad priary curres ad P f D. Fig..4 shws Furier Trasfr cpes f upu DC vlage, dide curre secdary curre ad Priary curre respecively. L p s 5 L a b 4 6 c Fig.. Three-phase full wave dide bridge recifier. Fr he recifier shw i Fig.. he wavefrs is as shw i Fig... The average upu vlage is :- / si d / LL /.654 LL.55 9 * ( si ) d LL rs 56 4 rs / LL LL (.9) (.9) (.9).6554 (.94)
17 Chaper Tw 4 The he dide rs curre is.6554 r (.95).9667 (.96) Fig.. shws cplee wavefrs fr phase ad lie lie ipu vlages ad upu DC lad vlages. Fig.. Dide curres.
18 Dide Circuis r Ucrlled ecifier 5 Fig.. ecdary ad priary curres ad P f D. Fig..4 Furier Trasfr cpes f upu DC vlage, dide curre secdary curre ad Priary curre respecively f hree-phase full wave dide bridge recifier. Exaple The recifier shw i Fig.. is peraed fr 46 5 Hz supply ad he lad resisace is Ω. f he surce iducace is egligible, deerie (a) The efficiecy, (b) Fr facr (c) ipple facr (d) Peak iverse vlage (P) f each dide. 46 lui: (a) 65.58, 65.58* , A 9* rs , rs. 876 A
19 Chaper Tw 6 P rs η 99.8 % ad (b) FF.8 % P ac rs rs (c) F ac rs rs FF 4 % ad (d) The P Three-Phase Full Wave ecifier Wih DC Lad Curre The supply curre i case f pure DC lad curre is shw i Fig..5. Fas Furier Trasfr f ecdary ad priary curres respecively is shw i Fig.6. As we see i is dd fuci, he a, ad b b b 5 / 6 / 6 *si d [ cs ], b5 ( ), b7 ( 5 7, fr,,4,6,8,9,,,4,5,... 5 / 6 / 6 ), b ( s ( ) si si 5v si 7 si si (.98) 5 7 THD( s ( )) Als THD( s ( )) ca be baied as fllwig: 9 ), 5 b ( % ),... (.97) *, he, / ( ( )) THD s */.% Pwer Facr * cs( ) Fig..5 The D ad D curres, secdary ad priary curres.
20 Dide Circuis r Ucrlled ecifier 7 Fig.6 Fas Furier Trasfr f ecdary ad priary curres respecively..5.4 Three-Phase Full Wave Dide ecifier Wih urce ducace The surce iducace i hree-phase dide bridge recifier Fig..7 will chage he shape f he upu vlage ha he ideal case (wihu surce iducace) as shw i Fig... The DC cpe f he upu vlage is reduced. Fig..8 shws The upu DC vlage f hreephase full wave recifier wih surce iducace. Fig..7 Three-phase full wave recifier wih surce iducace Fig..8 The upu DC vlage f hree-phase full wave recifier wih surce iducace
21 Chaper Tw 8 Cuai agle is, L u cs LL (.9) 6 L The DC vlage reduci due surce iducace is : rd 6 fl (.4) The DC vlage wihu surce iducace ackig i accu ca be calculaed as fllwig:.5 6 fl (.5) acual wihu surceiduc a ce u 6 u 6 ad si u The pwer facr ca be calculaed fr he fllwig equai: 6 u si u u u *si( u) pf cs cs u u u 6 6 rd Exaple Three phase dide bridge recifier ceced ree phase k, 5 Hz supply has 8 H surce iducace feed A pure DC lad curre Fid; (i) Cuai ie ad cuai agle. (ii) DC upu vlage. (iii) Pwer facr. (iv) Tal haric disri f lie curre. lui: (i) By subsiuig fr * * 5, d A, L. 8H, LL i (.9), he u.549 rad (ii) The he acual DC vlage ca be baied fr (.5) as fllwig:.5 6 fl acual wihu surceiduc a ce acual.5* 6 *5*.8* 48 (iii) he pwer facr ca be baied fr (.) he *si( u) si(.549) pf.9644 Laggig u.549 u.549* 6 6 (iv) The rs value f supply curre ca be baied as fllwig: rd LL d u *.549 s * 9. 99A 6 6 The rs value f fudaeal cpe f supply curre ca be baied fr (.) as 4 u 4 *.549 fllwig: si * *si. 8A u *.549* u pf * cs * cs.9644 Laggig THD i s LL 4.5% d d
Forward and Flyback (Converters with isolation)
Prf.. Be-Yaakv, - verers [4- ] Frward ad Flyback (verers wih islai) 4. Trasfer f curre via rasfrmer 4. Frward 4.. lage rasfer fuci 4.. Mageizai iducace prblem 4..3 Trasfrmer rese 4..4 ese f frward 4.3
Signal Rectification
9/3/25 Signal Recificaion.doc / Signal Recificaion n imporan applicaion of juncion diodes is signal recificaion. here are wo ypes of signal recifiers, half-wae and fullwae. Le s firs consider he ideal
Lecture #13. Mutual Inductance
ecure #3 ANNOUNCEMENTS Graded HW can be picked up in 78 Cry OUTNE Muual inducance Firs-rder circuis Naural respnse f an circui eang Chaper 6.4, Chaper 7. ecure 3, Slide Muual nducance Muual inducance ccurs
Module 4. Single-phase AC circuits. Version 2 EE IIT, Kharagpur
Module 4 Single-phase A circuis ersion EE T, Kharagpur esson 5 Soluion of urren in A Series and Parallel ircuis ersion EE T, Kharagpur n he las lesson, wo poins were described:. How o solve for he impedance,
Mechanical Vibrations Chapter 4
Mechaical Vibraios Chaper 4 Peer Aviabile Mechaical Egieerig Deparme Uiversiy of Massachuses Lowell 22.457 Mechaical Vibraios - Chaper 4 1 Dr. Peer Aviabile Modal Aalysis & Corols Laboraory Impulse Exciaio
RC (Resistor-Capacitor) Circuits. AP Physics C
(Resisor-Capacior Circuis AP Physics C Circui Iniial Condiions An circui is one where you have a capacior and resisor in he same circui. Suppose we have he following circui: Iniially, he capacior is UNCHARGED
The time series data in this example are obtained from sampling a function describing the free decay of a torsion oscillator for time t > t o
The Excel FFT Fucti v2 P T Debevec July 5, 28 The discrete Furier trasfrm may be used t idetify peridic structures i time series data Suppse that a physical prcess is represeted by the fucti f time, ht
MOSFET Small Signal Model and Analysis
Just as we did with the BJT, we ca csider the MOSFET amplifier aalysis i tw parts: Fid the DC peratig pit The determie the amplifier utput parameters fr ery small iput sigals. + V 1 - MOSFET Small Sigal
Sinusoidal Steady State Response of Linear Circuits. The circuit shown on Figure 1 is driven by a sinusoidal voltage source v s (t) of the form
Sinusidal Steady State espnse f inear Circuits The circuit shwn n Figure 1 is driven by a sinusidal ltage surce v s (t) f the frm v () t = v cs( ωt) (1.1) s i(t) + v (t) - + v (t) s v c (t) - C Figure
The Derivative of a Constant is Zero
Sme Simple Algrihms fr Calculaing Derivaives The Derivaive f a Cnsan is Zer Suppse we are l ha x x where x is a cnsan an x represens he psiin f an bjec n a sraigh line pah, in her wrs, he isance ha he
9. Capacitor and Resistor Circuits
ElecronicsLab9.nb 1 9. Capacior and Resisor Circuis Inroducion hus far we have consider resisors in various combinaions wih a power supply or baery which provide a consan volage source or direc curren
Currents Physical Components (CPC) in Three-Phase Systems with Asymmetrical Voltage
Leszek S CZARNECKI, Prashaa BHAARAI Schl f Elecrical Egieerig ad Cmuer Scieces, Luisiaa Sae iversiy, Ba Ruge, SA di:115199/4821566 Curres Physical Cmes (CPC) i hree-phase Sysems wih Asymmerical Vlage Absrac
Electric Circuits II. More about Mutual Inductance. Lecture #22
EE 05 Dr. A. Ziduri Electric Circuits II Mre abut Mutual Inductance Lecture # - - EE 05 Dr. A. Ziduri The material t be cvered in this lecture is as fllws: Mutual Inductance in Terms f Self Inductance
Bishaash. o k j. k k k k k j. k k. k k k e j k k k j k k k j. - one's ask - ing if I know the spell - ing of "Help"...
Dedcated t the vctm f Raa Plaza (2013) Spra Alt Ter Ba Bhaah a d G =80 d 4 4 4 4 4 d a d 4 4 M b d 4 d4 4 Lab Kamal / E.K. Nrhar / Saad Chwdhury Pa Cell a d T d4 4 b d T d 4 e 4 l l l l 4 5 l l l l d d
SOLUTIONS ELECTRICAL ENGINEERING (EE) PRACTICE PROBLEMS FOR TECHNICAL MAJORS
SOUTIONS EECTRICA ENGINEERING (EE) PRACTICE PROBEMS FOR TECHNICA MAJORS Nte: The text entitled Applied Engineering Principles Manual is used as the reference fr the questins and prblems belw. Althugh nly
1.- L a m e j o r o p c ió n e s c l o na r e l d i s co ( s e e x p li c a r á d es p u é s ).
PROCEDIMIENTO DE RECUPERACION Y COPIAS DE SEGURIDAD DEL CORTAFUEGOS LINUX P ar a p od e r re c u p e ra r nu e s t r o c o rt a f u e go s an t e un d es a s t r e ( r ot u r a d e l di s c o o d e l a
www.akcp.com Virtual Sensors
www.akcp.cm Irduci: Virual Ssrs Virual ssrs ca b a vry pwrful l i yur mirig sysm. O h scuriyprb yu ca hav up 80 f hs virual ssrs ad hy allw fr a muliud f applicais. Igrai wih MODBUS wrks wih h scuriyprb
Pulse-Width Modulation Inverters
SECTION 3.6 INVERTERS 189 Pulse-Widh Modulaion Inverers Pulse-widh modulaion is he process of modifying he widh of he pulses in a pulse rain in direc proporion o a small conrol signal; he greaer he conrol
Abstract. 1. Introduction. 1.1 Notation. 1.2 Parameters
1 Mdels, Predici, ad Esimai f Oubreaks f Ifecius Disease Peer J. Csa James P. Duyak Mjdeh Mhashemi {[email protected], [email protected], [email protected]} he MIRE Crprai 202 Burlig Rad Bedfrd, MA 01730 1420 Absrac
MATHEMATICS P2 COMMON TEST JUNE 2014 NATIONAL SENIOR CERTIFICATE
Mathematics/P Jue 04 Cmm Test MATHEMATICS P COMMON TEST JUNE 04 NATIONAL SENIOR CERTIFICATE GRADE Marks: 5 Time: ½ hurs N.B. This questi paper csists f 9 pages, diagram sheets ad ifrmati sheet. Mathematics/P
The Binomial Multi- Section Transformer
4/15/21 The Bioial Multisectio Matchig Trasforer.doc 1/17 The Bioial Multi- Sectio Trasforer Recall that a ulti-sectio atchig etwork ca be described usig the theory of sall reflectios as: where: Γ ( ω
Switching-aid Circuits with Energy Recovery
BWW haper 9 Swiching id ircui wih Energy Recvery 34 9 Swiching-aid ircui wih Energy Recvery Paive urn- and urn-ff nubber circui fr he IGB ranir, he G and he G hyrir have been cidered in chaper 7. hee nubber
Chapter 3. Diodes and Applications. Introduction [5], [6]
Chapter 3 Diodes and Applications Introduction [5], [6] Diode is the most basic of semiconductor device. It should be noted that the term of diode refers to the basic p-n junction diode. All other diode
Transform approach for operational risk modelling: VaR and TCE
Trasrm apprach r peraial risk mdellig: VaR ad TCE Jiwk Jag Deparme Acuarial Sudies Divisi Ecmic ad Fiacial Sudies Macquarie Uiversiy, Sydey 2109, Ausralia [email protected] Geyua Fu PricewaerhuseCpers
The full wave rectifier consists of two diodes and a resister as shown in Figure
The Full-Wave Rectifier The full wave rectifier consists of two diodes and a resister as shown in Figure The transformer has a centre-tapped secondary winding. This secondary winding has a lead attached
Lecture - 4 Diode Rectifier Circuits
Basic Electronics (Module 1 Semiconductor Diodes) Dr. Chitralekha Mahanta Department of Electronics and Communication Engineering Indian Institute of Technology, Guwahati Lecture - 4 Diode Rectifier Circuits
FORECASTING MODEL FOR AUTOMOBILE SALES IN THAILAND
FORECASTING MODEL FOR AUTOMOBILE SALES IN THAILAND by Wachareepor Chaimogkol Naioal Isiue of Developme Admiisraio, Bagkok, Thailad Email: [email protected] ad Chuaip Tasahi Kig Mogku's Isiue of Techology
Problem Set 2 Solution
Due: April 8, 2004 Sprig 2004 ENEE 426: Cmmuicati Netwrks Dr. Naraya TA: Quag Trih Prblem Set 2 Sluti 1. (3.57) A early cde used i radi trasmissi ivlved usig cdewrds that csist biary bits ad ctai the same
Properties of electrical signals
DC Voltage Component (Average voltage) Properties of electrical signals v(t) = V DC + v ac (t) V DC is the voltage value displayed on a DC voltmeter Triangular waveform DC component Half-wave rectifier
efusion Table of Contents
efusin Cst Centers, Partner Funding, VAT/GST and ERP Link Table f Cntents Cst Centers... 2 Admin Setup... 2 Cst Center Step in Create Prgram... 2 Allcatin Types... 3 Assciate Payments with Cst Centers...
LABORATORY 10 TIME AVERAGES, RMS VALUES AND THE BRIDGE RECTIFIER. Bridge Rectifier
LABORATORY 10 TIME AVERAGES, RMS VALUES AND THE BRIDGE RECTIFIER Full-wave Rectification: Bridge Rectifier For many electronic circuits, DC supply voltages are required but only AC voltages are available.
CHAPTER 22 ASSET BASED FINANCING: LEASE, HIRE PURCHASE AND PROJECT FINANCING
CHAPTER 22 ASSET BASED FINANCING: LEASE, HIRE PURCHASE AND PROJECT FINANCING Q.1 Defie a lease. How does i differ from a hire purchase ad isalme sale? Wha are he cash flow cosequeces of a lease? Illusrae.
Steps for D.C Analysis of MOSFET Circuits
10/22/2004 Seps for DC Analysis of MOSFET Circuis.doc 1/7 Seps for D.C Analysis of MOSFET Circuis To analyze MOSFET circui wih D.C. sources, we mus follow hese five seps: 1. ASSUME an operaing mode 2.
The real value of stock
he real value of sock Collars ivolve he paye of a variable aou of sock, depedig o a average sock price. I his arcle, Ahoy Pavlovich uses he Black-Scholes fraework o value hese exoc derivaves ad explore
How much life insurance do I need? Wrong question!
Hw much life insurance d I need? Wrng questin! We are ften asked this questin r sme variatin f it. We believe it is NOT the right questin t ask. What yu REALLY need is mney, cash. S the questin shuld be
AC VOLTAGE CONTROLLER CIRCUITS (RMS VOLTAGE CONTROLLERS)
AC TAGE CNTRER CRCUT (RM TAGE CNTRER) AC voltage controllers (ac line voltage controllers) are eployed to vary the RM value of the alternating voltage applied to a load circuit by introducing Thyristors
Full-wave Bridge Rectifier Analysis
Full-wave Brige Recifier Analysis Jahan A. Feuch, Ocober, 00 his aer evelos aroximae equais for esigning or analyzing a full-wave brige recifier eak-eecor circui. his circui is commly use in A o D cverers,
ANADOLU UNIVERSITY DEPARTMENT OF ELECTRICAL AND ELECTRONICS ENGINEERING
ANADOLU UNIVERSITY DEPARTMENT OF ELECTRICAL AND ELECTRONICS ENGINEERING EEM 102 INTRODUCTION TO ELECTRICAL ENGINEERING EXPERIMENT 9: DIODES AND DC POWER SUPPLY OBJECTIVE: To observe how a diode functions
Gauss Law. AP Physics C
Gauss Law AP Physics C lectric Flux A Let's start be defining an area n the surface f an bject. The magnitude is A and the directin is directed perpendicular t the area like a frce nrmal. Flux ( r FLOW)
Cooley-Tukey. Tukey FFT Algorithms. FFT Algorithms. Cooley
Cooley Cooley-Tuey Tuey FFT Algorithms FFT Algorithms Cosider a legth- sequece x[ with a -poit DFT X[ where Represet the idices ad as +, +, Cooley Cooley-Tuey Tuey FFT Algorithms FFT Algorithms Usig these
Full-wave rectification, bulk capacitor calculations Chris Basso January 2009
ull-wave recificaion, bulk capacior calculaions Chris Basso January 9 This shor paper shows how o calculae he bulk capacior value based on ripple specificaions and evaluae he rms curren ha crosses i. oal
SCO TT G LEA SO N D EM O Z G EB R E-
SCO TT G LEA SO N D EM O Z G EB R E- EG Z IA B H ER e d it o r s N ) LICA TIO N S A N D M ETH O D S t DVD N CLUDED C o n t e n Ls Pr e fa c e x v G l o b a l N a v i g a t i o n Sa t e llit e S y s t e
Chapter 7. Response of First-Order RL and RC Circuits
Chaper 7. esponse of Firs-Order L and C Circuis 7.1. The Naural esponse of an L Circui 7.2. The Naural esponse of an C Circui 7.3. The ep esponse of L and C Circuis 7.4. A General oluion for ep and Naural
Times Table Activities: Multiplication
Tny Attwd, 2012 Times Table Activities: Multiplicatin Times tables can be taught t many children simply as a cncept that is there with n explanatin as t hw r why it is there. And mst children will find
Unsteady State Molecular Diffusion
Chaper. Differeial Mass Balae Useady Sae Moleular Diffusio Whe he ieral oeraio gradie is o egligible or Bi
The D.C Power Supply
The D.C Power Supply Voltage Step Down Electrical Isolation Converts Bipolar signal to Unipolar Half or Full wave Smoothes the voltage variation Still has some ripples Reduce ripples Stabilize the output
In nite Sequences. Dr. Philippe B. Laval Kennesaw State University. October 9, 2008
I ite Sequeces Dr. Philippe B. Laval Keesaw State Uiversity October 9, 2008 Abstract This had out is a itroductio to i ite sequeces. mai de itios ad presets some elemetary results. It gives the I ite Sequeces
ECE 320 Energy Conversion and Power Electronics Dr. Tim Hogan
ECE 3 Energy Cnverin an Pwer Elecrnic Dr. Tim Hgan Chaper 8: Pwer Elecrnic (Texbk Chaper 1, an Secin 11., 11.3, an reerve bk: Pwer Elecrnic) Chaper Objecive A we aw in he la chaper, cnrl ver he rque an
Operational Amplifier Circuits Comparators and Positive Feedback
Operatinal Amplifier Circuits Cmparatrs and Psitive Feedback Cmparatrs: Open Lp Cnfiguratin The basic cmparatr circuit is an p-amp arranged in the pen-lp cnfiguratin as shwn n the circuit f Figure. The
June 29, 2009 Incident Review Dallas Fort Worth Data Center Review Dated: July 8, 2009
The purpse f this dcument is t capture the events and subsequent respnse t the incident that tk place in the DFW datacenter n 29 June, 2009. I. Executive Summary On 29 June, an area f the Rackspace DFW
Homework Assignment 03
Question 1 (2 points each unless noted otherwise) Homework Assignment 03 1. A 9-V dc power supply generates 10 W in a resistor. What peak-to-peak amplitude should an ac source have to generate the same
SAMPLE QUESTIONS FOR FINAL EXAM. (1) (2) (3) (4) Find the following using the definition of the Riemann integral: (2x + 1)dx
SAMPLE QUESTIONS FOR FINAL EXAM REAL ANALYSIS I FALL 006 3 4 Fid the followig usig the defiitio of the Riema itegral: a 0 x + dx 3 Cosider the partitio P x 0 3, x 3 +, x 3 +,......, x 3 3 + 3 of the iterval
Electrochemical cells
Electrchemical cells In this chapter, we turn ur attentin t electrn transfer reactins. T identify an electrn transfer reactins, we must assign xidatin states review rules in Chapter 3. e.g. Zn(s) Cu(NO
11/6/2013. Chapter 14: Dynamic AD-AS. Introduction. Introduction. Keeping track of time. The model s elements
Inroducion Chaper 14: Dynamic D-S dynamic model of aggregae and aggregae supply gives us more insigh ino how he economy works in he shor run. I is a simplified version of a DSGE model, used in cuing-edge
Studies in sport sciences have addressed a wide
REVIEW ARTICLE TRENDS i Spor Scieces 014; 1(1: 19-5. ISSN 99-9590 The eed o repor effec size esimaes revisied. A overview of some recommeded measures of effec size MACIEJ TOMCZAK 1, EWA TOMCZAK Rece years
Inductance and Transient Circuits
Chaper H Inducance and Transien Circuis Blinn College - Physics 2426 - Terry Honan As a consequence of Faraday's law a changing curren hrough one coil induces an EMF in anoher coil; his is known as muual
Student Exploration: Photosynthesis Lab
Name: Date: Student Explratin: Phtsynthesis Lab Vcabulary: carbn dixide, chlrphyll, glucse, limiting factr, nanmeter, phtsynthesis, wavelength Prir Knwledge Questins (D these BEFORE using the Gizm.) T
Network Theorems - Alternating Current examples - J. R. Lucas
Netwrk Therems - lternating urrent examples - J. R. Lucas n the previus chapter, we have been dealing mainly with direct current resistive circuits in rder t the principles f the varius therems clear.
Capacitors and inductors
Capaciors and inducors We coninue wih our analysis of linear circuis by inroducing wo new passive and linear elemens: he capacior and he inducor. All he mehods developed so far for he analysis of linear
electronics fundamentals
electronics fundamentals circuits, devices, and applications THOMAS L. FLOYD DAVID M. BUCHLA Lesson 1: Diodes and Applications Center-Tapped Full-wave Rectifier The center-tapped (CT) full-wave rectifier
The Design of a Flash-based Linux Swap System. Yeonseung Ryu Myongji University October, 2008
The Desig f a Flash-based Liux Swap System Yeseug Ryu Mygji Uiversity Octber, 2008 Ctets Overview f liux Swap System Hw des the swap system perates? What are the prblems f flash based swap system? New
Rectifier circuits & DC power supplies
Rectifier circuits & DC power supplies Goal: Generate the DC voltages needed for most electronics starting with the AC power that comes through the power line? 120 V RMS f = 60 Hz T = 1667 ms) = )sin How
ASCII CODES WITH GREEK CHARACTERS
ASCII CODES WITH GREEK CHARACTERS Dec Hex Char Description 0 0 NUL (Null) 1 1 SOH (Start of Header) 2 2 STX (Start of Text) 3 3 ETX (End of Text) 4 4 EOT (End of Transmission) 5 5 ENQ (Enquiry) 6 6 ACK
Chapter 2 MENJANA MINDA KREATIF DAN INOVATIF
Chapter 2 DIODE part 2 MENJANA MINDA KREATIF DAN INOATIF objectives Diode with DC supply circuit analysis serial & parallel Diode d applications the DC power supply & Clipper Analysis & Design of rectifier
Ranking of mutually exclusive investment projects how cash flow differences can solve the ranking problem
Chrisia Kalhoefer (Egyp) Ivesme Maageme ad Fiacial Iovaios, Volume 7, Issue 2, 2 Rakig of muually exclusive ivesme projecs how cash flow differeces ca solve he rakig problem bsrac The discussio abou he
1/22/2007 EECS 723 intro 2/3
1/22/2007 EES 723 iro 2/3 eraily, all elecrical egieers kow of liear sysems heory. Bu, i is helpful o firs review hese coceps o make sure ha we all udersad wha his heory is, why i works, ad how i is useful.
INCOME TAX INSURANCE PERSONAL SICKNESS AND ACCIDENT INSURANCE TAKEN OUT BY EMPLOYEE WITH EMPLOYER PAYING THE PREMIUMS ON EMPLOYEE S BEHALF
QUESTION WE VE BEEN ASKED QB 15/09 INCOME TAX INSURANCE PERSONAL SICKNESS AND ACCIDENT INSURANCE TAKEN OUT BY EMPLOYEE WITH EMPLOYER PAYING THE PREMIUMS ON EMPLOYEE S BEHALF All legislative references
1. C. The formula for the confidence interval for a population mean is: x t, which was
s 1. C. The formula for the cofidece iterval for a populatio mea is: x t, which was based o the sample Mea. So, x is guarateed to be i the iterval you form.. D. Use the rule : p-value
PMR: FINANCIAL INSTRUMENTS IFRS: IAS 39 (measurement), IAS 32 (presentation) N.B. Text in purple are not converged between ASPE and IFRS
PMR: FINANCIAL INSTRUMENTS IFRS: IAS 39 (measurement), IAS 32 (presentatin) N.B. Text in purple are nt cnverged between ASPE and IFRS DEFINITIONS Financial Instrument is a cntract that creates a financial
High-frequency response of a CG amplifier
Hgh-requency respnse a G apler between surce & grund between dran & grund w-pass lter Md-band p w-pass lter db Input Ple Output Ple n sb Hgh- respnse a G apler Exact Slutn ( db sb ( / : Nde ( / : Nde n
1 CHAPTER 3 TEMPERATURE
1 CHAPTER 3 TEMPERATURE 3.1 Inrducin During ur sudies f hea and hermdynamics, we shall cme acrss a number f simple, easy-undersand erms such as enrpy, enhalpy, Gibbs free energy, chemical penial and fugaciy,
UNDERWRITING AND EXTRA RISKS IN LIFE INSURANCE Katarína Sakálová
The process of uderwriig UNDERWRITING AND EXTRA RISKS IN LIFE INSURANCE Kaaría Sakálová Uderwriig is he process by which a life isurace compay decides which people o accep for isurace ad o wha erms Life
Principal components of stock market dynamics. Methodology and applications in brief (to be updated ) Andrei Bouzaev, bouzaev@ya.
Principal componens of sock marke dynamics Mehodology and applicaions in brief o be updaed Andrei Bouzaev, [email protected] Why principal componens are needed Objecives undersand he evidence of more han one
LeadStreet Broker Guide
RE/MAX f Western Canada LeadStreet Brker Guide Ver. 2.0 Revisin Histry Name Date Versin Descriptin Tamika Anglin 09/04/13 1.0 Initial Creatin Tamika Anglin 11/05/13 2.0 Inclusin f instructins n reprting
Acceleration Lab Teacher s Guide
Acceleraion Lab Teacher s Guide Objecives:. Use graphs of disance vs. ime and velociy vs. ime o find acceleraion of a oy car.. Observe he relaionship beween he angle of an inclined plane and he acceleraion
CU Payroll Data Entry
Lg int PepleSft Human Resurces: Open brwser G t: https://cubshr9.clemsn.edu/psp/hpprd/?cmd=lgin Enter yur Nvell ID and Passwrd Click Sign In A. Paysheets are created by the Payrll Department. B. The Payrll
A New Hybrid Network Traffic Prediction Method
This full ex paper was peer reviewed a he direcio of IEEE Couicaios Sociey subjec aer expers for publicaio i he IEEE Globeco proceedigs. A New Hybrid Nework Traffic Predicio Mehod Li Xiag, Xiao-Hu Ge,
Research Findings from the West Virginia Virtual School Spanish Program
Research Findings frm the West Virginia Virtual Schl Spanish Prgram Funded by the U.S. Department f Educatin Cnducted by R0cKMAN ETAL San Francisc, CA, Chicag, IL, and Blmingtn, IN Octber 4, 2006 R0cKMAN
Conduction in the Cylindrical Geometry
Cnductin in the Cylindrical Gemetry R. Shankar Subramanian Department f Chemical and Bimlecular Engineering Clarksn University Chemical engineers encunter cnductin in the cylindrical gemetry when they
3 Energy. 3.3. Non-Flow Energy Equation (NFEE) Internal Energy. MECH 225 Engineering Science 2
MECH 5 Egieerig Sciece 3 Eergy 3.3. No-Flow Eergy Equatio (NFEE) You may have oticed that the term system kees croig u. It is ecessary, therefore, that before we start ay aalysis we defie the system that
Honors Geometry A. Semester Exam Review Answers 2015-2016
Hnrs Gemetry A 015-016 Unit 1, Tpic 1 1. pint, line, and plane. angle bisectr cnstructin 3. Cnstruct segment BC, then cnstruct the perpendicular bisectr f CC. C B C 4. Draw a line thrugh pint H, then cpy
Chapter 04.00E Physical Problem for Electrical Engineering Simultaneous Linear Equations
hpter 04.00E Phyicl Prblem fr Electricl Egieerig Simulteu Lie Equti Prblem Sttemet Three-phe ytem e the rm fr mt idutril pplicti. pwer i the frm f vltge d curret it delivered frm the pwer cmpy uig three-phe
CHAPTER 14: Heat. Answers to Questions
CHAPER : Hea Answers uesins. he wrk ges priarily in increasing he eperaure f he range juice, by increasing he average kineic energy f he lecules cprising he range juice.. When a h bjec wars a cler bjec,
ENERGY CALIBRATION IN DPPMCA AND XRS-FP REV A0 ENERGY CALIBRATION IN DPPMCA AND XRS-FP
ENERGY CALIBRATION IN DPPMCA AND XRS-FP Energy calibratin is very imprtant fr quantitative X-ray analysis. Even a small errr in the calibratin f the energy scale can have significant cnsequences: if the
FREQUENTLY ASKED QUESTIONS-PLP PROGRAM
FREQUENTLY ASKED QUESTIONS-PLP PROGRAM What is "PLP"? PLP is a isurace prgram that prvides Cmmercial Geeral Liability cverage fr all f Swiert's subctractrs f every tier while wrkig desigated Swiert's prjects.
Bullwhip Effect Measure When Supply Chain Demand is Forecasting
J. Basic. Appl. Sci. Res., (4)47-43, 01 01, TexRoad Publicaio ISSN 090-4304 Joural of Basic ad Applied Scieific Research www.exroad.com Bullwhip Effec Measure Whe Supply Chai emad is Forecasig Ayub Rahimzadeh
How To Understand The Power Control System
THREE-PHASE CIRCUITS PART I AC GENERATOR Single-phase AC generatr - designed t generate a single sinusidal vltage fr each rtatin f the shaft (rtr). Plyphase AC generatr - designed t generate multiple utf-phase
Put the human back in Human Resources.
Put the human back in Human Resources A Co m p l et e Hu m a n Ca p i t a l Ma n a g em en t So l u t i o n t h a t em p o w er s HR p r o f essi o n a l s t o m eet t h ei r co r p o r a t e o b j ect
California Advance Health Care Directive
Califria Advace Health Care Directive This frm lets yu have a say abut hw yu wat t be treated if yu get very sick. This frm has 3 parts. It lets yu: Part 1: Chse a health care aget. A health care aget
#1 #2. How should insulin be ordered? 1) Click the Add Order icon 2) Type insulin 3) Select Insulin Subcutaneous Orderset
Insulin Subcutaneus Orderset In the past, insulin sliding scales were the standard methd f cntrlling bld sugars in the hspital. Hwever, sliding scales were develped fr regular and NPH insulins. Since emulating
Analog & Digital Electronics Course No: PH-218
Analog & Digital Electronics Course No: PH-18 Lec 3: Rectifier and Clipper circuits Course nstructors: Dr. A. P. VAJPEY Department of Physics, ndian nstitute of Technology Guwahati, ndia 1 Rectifier Circuits:
Lecture 16: 11.04.05 Single-Component phase diagrams continued; Thermodynamics of solutions
Lecture 16: 11.04.05 Single-Cmpnent phase diagrams cntinued; Thermdynamics f slutins Tday: LAST TIME...2 Single-cmpnent phase diagrams and the Gibbs phase rule...2 Cnstraints n the shape f phase bundaries
Motor Calculations. Calculating Mechanical Power Requirements Torque - Speed Curves Numerical Calculation Sample Calculation Thermal Calculations
Mtr Calculatins Calculating Mechanical Pwer Requirements Trque - Speed Curves Numerical Calculatin Sample Calculatin Thermal Calculatins Calculating Mechanical Pwer Requirements Physically, pwer is defined
Derivative Markets and Instruments
1 Mdule # 6 Cmpnent # 1 This Cmpnent: fcuses n the basics f as part f ur examinatin f Derivatives. assumes a base level f financial thery, but attempts t add a level f practical applicatin. We attempt
Fuzzy Task Assignment Model of Web Services Supplier
Advaed Siee ad Tehology eers Vol.78 (Mulrab 2014),.43-48 h://dx.doi.org/10.14257/asl.2014.78.08 Fuzzy Task Assige Model of Web Servies Sulier Su Jia 1,2,Peg Xiu-ya 1, *, Xu Yig 1,3, Wag Pei-lei 2, Ma Na-ji
Mathematical Modeling and Dynamic Simulation of a Class of Drive Systems with Permanent Magnet Synchronous Motors
Applied and Computational Mechanics 3 (2009) 331 338 Mathematical Modeling and Dynamic Simulation of a Class of Drive Systems with Permanent Magnet Synchronous Motors M. Mikhov a, a Faculty of Automatics,
How To Understand An Outut Stage
CHATE 3 OUTUT STAGES AND OE AMFES Chapter Outline 3. Classificatin f Output Stages 3. Class A Output Stage 3.3 Class B Output Stage 3.4 Class AB Output Stage 3.5 Biasing the Class AB Circuit 3.6 CMOS Class
