Electrical Circuit Analysis 1, Study notes of Electrical Circuit Analysis

Electrical Circuit Analysis (BA 122) is a fundamental first-year engineering course offered by the Arab Academy for Science, Technology and Maritime Transport (AAST). The course introduces the principles and techniques used to analyze electrical circuits and their applications in engineering systems. Topics include voltage, current, power, energy, Ohmโ€™s law, Kirchhoffโ€™s laws, series and parallel circuits, network theorems, and methods of circuit analysis. Students also study capacitors, inductors, transient response, and alternating current (AC) circuits. Practical laboratory sessions complement theoretical concepts by developing skills in circuit construction, measurement, and data interpretation. The course aims to provide students with a solid foundation in circuit theory and analytical problem-solving, preparing them for advanced studies in electrical, electronics, communication, and computer engineering.

Typology: Study notes

2024/2025

Available from 06/03/2026

Dr_Karim_Shady
Dr_Karim_Shady ๐Ÿ‡ช๐Ÿ‡ฌ

9 documents

1 / 43

Toggle sidebar

This page cannot be seen from the preview

Don't miss anything!

bg1
pf3
pf4
pf5
pf8
pf9
pfa
pfd
pfe
pff
pf12
pf13
pf14
pf15
pf16
pf17
pf18
pf19
pf1a
pf1b
pf1c
pf1d
pf1e
pf1f
pf20
pf21
pf22
pf23
pf24
pf25
pf26
pf27
pf28
pf29
pf2a
pf2b

Partial preview of the text

Download Electrical Circuit Analysis 1 and more Study notes Electrical Circuit Analysis in PDF only on Docsity!

Kassin, Shacly Sec tion 4 \- O lane's Jaw โ€”โ€”โ€”โ€”โ€”โ€” DB Senew โ€” Peratled 4: Swe bole! - Element Squevel Unit * No \eege Goure โ€”C>}โ€” Volk Cv\ + * Current Source โ€”G)โ€” Arperve CAY we Resisten le \ olhw CN) f2\ Sek Ln. _Xbeoe ยฃ Piha + looo x \oo00 % \oo0o ka โ€œieee A โ€”โ€”> wA g โ€” + \o00 + \ooo Ve LTR Le J XS ob Volk Awe P= V Tos erent CA) elo 4 Power volk (wv) Cwak bY cy) re ke Words! - @) oleltveved (voltage 5 = No troge Supplied = Nol tage : ouce _ No \tone Con umred = Neb cis Si pated Cia eri stere, โ€”โ€”> _ Peover Con Sumed = Power At ssi pated Cin Resistene Gy ยฉ =e NES Nin R s\ Cevies QRetistane Pleo \ eae NE Im Series Connection , x i ord Current ig the Same. eS Total a = a = aly = aw V+ Xeeq = , FEA), 2 AQ - Qpecial Gse - Voltage Divider :- Ra Pa (Sy As- Eid the Fyuivalent Resistonae for he Fo Mou ing Cie fet bs~ Sk l6 len Vane ISoktL hokn bokar b =a Qok pn roe 2Sk&e 6kn Gols - โ€”> Req - Gox Yo =Q2yukn2 โ€”> Req | 60 +o Ls) Joka lok Sec Ub, lo, Req Series 1 =16 +lo+ 24 = SOkN asknrv wa b -K, Qok rn โ€”>Rey = Ses SO ae ag oN g \So4+ So se aS Rey, = ASt3tSt+I0 โ€˜ac, [ ey ยซ bo wal Exawple dt- We Wurverts Th BD ta the @ Ciel ove uA BAAS ral OS) Ty bY Power dissipated in each JZeristor c) Va AV Clee ake power delivered by the larren & Sourle if equal +29 power absorbed IA all oNker eleweunt- Solution t - SP oStuwme. Gorreke: in eacls boanek K pat polevities a Clording te He Qorrent: aSsuwed. Te | eee eee a ee es eee ae 4 O72 as a + dhe a Oo s- 2 am 44 oe, = Bal Aโ€” kvlLOYd: _,ยข-6) ee Vs - \Y (|= 6 | Ny 2-\sav] be 4 Oo nh Rae KAYO : HT, + (F+v2 e4VT, - 44h = C= 6) COE Cay = 24, =0 \ Ta= 2a | a+ = a3 ig sA โ€”โ€”โ€” eel ead 3A or KVLC3% 0 ANy + 24T2 + GAbey ty =e (6) S =0 a\SA + 24 03) + mek be egyel 49 Yervo- GE Se eine) = avy remery -6 = T) 4 2 Te-gaA Power fupplied in Gz | ae -|S2 x 745 126g w Th only oe SeurG@ = V4 Jy Pa = 23) 0 W Pye tage Scourge Vir= Sete 4 [ Power PS ab for Leal by Ve \tese SouvG , beGute the fe the =tve sec nsline4 LOT sien Caccen'd Aivection \S of Sapo Vagrecel of โ€” Flowing Out feoen Na Maze Spey] Prortege = Nx T= &@ %-4 = ~Z20W r me, Ly -ve is fhe indi GtHon TNE bet Gane = =the ae ee a rt Ta is Supposed be โ€˜5 ae ie is ab Sorbed be opposite divection Sleek 4 Ouet AL Node Voltage Ue thool Question 4:- Write the nodal equations of the networks Cheown below, when find +e node Nolteger - eS ate & o> โ€”โ€”โ€”} \- sA = bya Sa & โ€”= Neb Sree 1.- Fir now of eenbel noder C& Etenhel vroder\ Step at- Reslave One of the eStenteal nodes or a Ntherentie nook - Ste P@i- Wik node equshonrs , wha write node eavorion oMume aff Crrrentse goin Vv ovk of the WNoole- (kel) ST=0 @ each moodle Ao Kool ail poole Noiteyer ond all Curreets in Gack branch. Geer ve Yiode CAX+ - busty litany nodal equation br AY โ€”S+wWNa-e (i A Va - N@ =o 2 ) 2 Na S+4++ S|+ ve(- 4] = 5 accety OD Node CR): - Ne- Na a RA. + V@-9 = 9 Q 4 ve FHL EME SE * A1-E ยฉ Go\ham {AY Linu [tortoud\ 4 on) OAL Ae Mode S, | t- Va a 8+ OFF V > noole No \tet ers โ€” Ve o-38s N it Super-Node = Section o) โ€”s We Gi iba Cuper Noole branch !- wher there is only a Vo\tepe Cour le WW the rane between a Shwe CWenrwel\ pnodlen: N ty . 4 Aan 2 โ€”> a mm <-z QA -โ€” rt aS โ€”> Note i- in order +o Colve 4 Super- Noole Yethed, you Cennoe take Vi or NQ OS yeferen@ noolรฉ. oole| enolysis t ex Wool i V,-o . ole Civ โ€” ) ie > +i 20 ir . No- 7 Wode (2d: ~- =) ae A= $ Vase 252 -~oโ€”โ€”(\al hy cdo! ing A AY ee ve โ€œv4 % Ns. -3 _ at if (@) + 4 o Vo- Cour ego tba! bo VY 4 VX 4 a8 - ยฉ And Os we eno \ Vie Noe Iv | Ln Solve โ€œ x4 A 4 Ciwu Sree ea t= a =| V,= 4 Melt โ€˜ No = z Vole 2 That - When we Solve fr o Quperโ€” node Yoren ol Seats - weote Qiper noc eqs Hea Eelord:-โ€” oaodld +the noole eqe Kons of hode 1 A 2 ond write $6 in one queen, | vin Qu per โ€” node HA lafwcail, A+ M | Va, Va -23 a .. L Moola!) yvoele (2) | Secten, ยฉ Hh Aegis Steps: ee _ : . Assume Current in eacl \cop ole mene on @ach resistence (4 ~) _ Applyโ€ KYL each nicep- _ = su Ex 4, ree โ€” _ 62. ~ so ee +O, ay 2) โ€”โ€” = __ ty Find ae Phew each resistor er Hes โ€˜Rocky 455 pwwwwr- - - ie 8 40+ 6T, + 30,1) 2020 โ€˜ a _49T,-3, = 30 Sci ยฅ kv 2s 20 43/T,-T]J +4 T4020 . Song [Ti Bh *T- ST, =-S0 โ€”>|2) ' Ts 1A Te 663.0 ; : Tz 1-7, = C66) 3.434 E - (Rowe sed) Se chon Mew Anely Gs Sees!- โ€”_ 2 AggSume Mivvent in eaclk loop. ClooP Cur ver | wed Current) pus Poteriby on cook yeaisiente C+ -% sapely kvl" in each loop Frowele 4 Use the wet โ€”-lervent wetheoad +o hiro Vo in the Cir otk Chants Seet- AStume lurrenrkE in eccet loop [, oEbure ing loop Curreets in clockoice divec Hon | as Cole. SS Ving t ยฃ2 22 Breultencouslys โ€” Dechion A: : โ€”โ€” โ€”___Supectte a : โ€”โ€” he โ€œWhen, Cutten | ae 2 Meshes 5 We are te loach, een ong โ€”_____ the Cucrert source. & ther | ie es โ€” โ€” iS _Keown_as_Supermes\s Some. steps fo cHesh : x Assume Gucreat_in each loop x Pik Polatty Sone ne a a a a er wv | โ€”____โ€”โ€”โ€”โ€”โ€”โ€” โ€œWe thowe Current Source lbelineca 2_loags โ€”โ€”โ€”โ€”a oes\. ยป โ€”โ€” oe eae atta a a a