ECEN474/704: (Analog) VLSI Circuit Design Spring 2018
|
|
|
- Jocelyn Jordan
- 5 years ago
- Views:
Transcription
1 EEN474/704: (Anal) LSI cut De S 08 Lectue 8: Fequency ene Sa Pale Anal & Mxed-Sal ente Texa A&M Unety
2 Annunceent & Aenda HW Due Ma 6 ead aza hate 3 & 6
3 Annunceent & Aenda n-suce A Fequency ene Oen-cut Te ntant (O) Bandwdth Etat Technque n-da A Fequency ene n-gate A Fequency ene acde A Fequency ene 3
4 n-suce Alfe: Lw Fequency ene 4
5 n-suce Alfe: Hh Fequency ene 5 0 ) ( : 0 : d d G whee Nde Nde Afte e aleba, we et the exact tanfe funct: d d d d d b a b a and whee Sall-Sal Mdel (Au G A nd)
6 n-suce A Fequency ene 6 and the tanfe funct can be axated a a le le yte Thu, Denat and fa aat F the cn cae when the tw le ae eal Exact Tanfe Funct : d d d a D b a d d A
7 Oen-cut Te ntant (O) Oen-ccut te cntant technque can be ued t etate bandwdth Much eae than de tanfe funct Accuate f yte wth ne dant le 7 - Ple Syte can be axated a A Dant and Hee... : Denat... All- Ple Tanfe Funct : a b a b b b b b a n n n n n n n n n et h n h b, Bandwdth
![Oen-cut Te ntant (O) T cute te-cntant [Kalayan].](/docs-images/89/99847785/images/8-0.jpg "ute effecte etance k fac each kth caact wth all the ca en-ccuted. F the duct k = k k 3.")
8 Oen-cut Te ntant (O) T cute te-cntant [Kalayan]. ute effecte etance k fac each kth caact wth all the ca en-ccuted. F the duct k = k k 3. Su all n en-ccut te cntant h, et n k k k 8
9 n-suce A w/ O Sall-Sal Mdel (Au G A nd) F 9
10 n-suce A w/ O Sall-Sal Mdel (Au G A nd) F d () () Plu () t () and l f d 0
11 n-suce A w/ O F Sall-Sal Mdel (Au G A nd)
12 n-suce A w/ O Sall-Sal Mdel (Au G A nd) what we deed Slde 6! Exactly the ae a,, Te ntant : 3 d et h d n d b b, 3 d d A
13 n-suce A w/ Lae Exale: U cn-uce utut tae a -tae OA A d d A wth d d Dant le fed by ut etance te tant and d whch ha been ultled by -A dc d (-A dc ) called the Mlle caactance 3
14 4 4 Mlle Thee If A the a f nde t, then a flat edance F can be cneted t tw unded edance and. F A F A / H Fequency ene whee huld be the ae bth ccut A A I I F F F F F F F F A I I huld be the ae bth ccut
15 Mlle Multlcat j F Equalent t an ut ca that A jf A jf A the al ultled by Fllw a la cedue, the utut ca the al F F A ultled by A Wth Mlle thee, we can eaate the flat caact. Hwee, the ut caact lae than the al flat caact. We call th Mlle ultlcat. 5
16 n-suce A w/ Lae 6 What abut the ecnd le? b a d Exact Tanfe Funct : d d d date, Au that the Mlle a, Denat d d d d d d d d b D
17 n-suce A w/ Sall Dant le fed by utut etance te utut caactance lu tant d 7 Exale: Suce-fllwe d the cn-uce a d d A wth d d A
18 n-suce A w/ Sall 8 What abut the ecnd le? b a d Exact Tanfe Funct : ) (wth lae d d d d d d d d d d d b D Denat
19 n-suce A Fequency ene Lae Sall A dc z d d d d d d d 9
20 n-suce A Inut Iedance [aza] Nelect Outut a: Inut edance uely caacte ( + Mlle d ) nde Outut a: Lw fequency caacte, but then edance exeence a ze fllwed by a ecnd le 0
21 TAMU-ELEN Je Sla-Matez Sall al analy: n-da (uce fllwe) alfe Sall al equalent ccut I D + GS _ M IA + M ut I D b b ut - 0 / / b - ut 0 ut b
22 n-da Alfe: Hh Fequency ene Slfy the cheatc a bt f SSA Ideal cuent uce lad and nelect tant and b (.e. ==0) Wll eult an ttc D a etate a [aza]
23 n-da Alfe: Hh Fequency ene a [aza] Nde a : G a S a d a 0 Afte e aleba: Nde : 0 a a L 3
24 n-da Alfe: Hh Fequency ene F th lfed tanfe funct: A S dc Exact GD A (Ottc) dc L z GS le, If we aue that they ae aced fa aat : S GD b L GS 4
25 n-da A Inut Iedance [aza] Lw Fequency: Equalent t a ee caacte te b b and ete te b Hh Fequency: See cbat f and and a neate etance te L - The neate etance te can be utlzed cllat de L ω 5
26 n-da A Outut Iedance Ple at ey hh fequency e at tentally lw fequency f S lae Iedance can ceae wth fequency,.e. dlay ducte beha 6
27 n-da A Outut Iedance 7 S S GS S S GS L f
28 Tanent Beha w/ Lae L Inducte utut edance cbat wth a lae lad caactance can ceate undeed the tanent ene If we hae a lae S and L, then the aut that we hae ne dant le n lne ald Bth le (tentally clex) huld be cndeed the analy 8
29 n-gate A Lw Fequency ene N S Wth S Nelect tant ut b D Hw t et f Ue alfe ut edance and ltae dde ut a a S ut a ut a en f left b b b b D S b t D S a? b f S S lae 9
30 n-gate A Fequency ene N ze N Mlle caact ultlcat Lw ut edance lt effectene a a ltae alfe Ueful a a cuent-t-ltae (tanedance) alfe 30
31 acde A Fequency ene If we acate the le wth the nde A, X, and Y Nte, th nly an axat, a t e teact caued by feedfwad ca ( d ) and et 3 le yte Inut Ple Intenal Ple Hh Fequency Outut Ple 3
32 acde A Outut Iedance Slfed Mdel Nelect ut whee X X GD and Outut Iedance Ple X ut Y X X 3
33 Next Te Dffeental Alfe 33
6. Cascode Amplifiers and Cascode Current Mirrors
6. Cascde plfes and Cascde Cuent Ms Seda & Sth Sec. 7 (MOS ptn (S&S 5 th Ed: Sec. 6 MOS ptn & ne fequency espnse ECE 0, Fall 0, F. Najabad Cascde aplfe s a ppula buldn blck f ICs Cascde Cnfuatn CG stae
Active Load. Reading S&S (5ed): Sec. 7.2 S&S (6ed): Sec. 8.2
cte La ean S&S (5e: Sec. 7. S&S (6e: Sec. 8. In nteate ccuts, t s ffcult t fabcate essts. Instea, aplfe cnfuatns typcally use acte las (.e. las ae w acte eces. Ths can be ne usn a cuent suce cnfuatn,.e.
β A Constant-G m Biasing
p 2002 EE 532 Anal IC Des II Pae 73 Cnsan-G Bas ecall ha us a PTAT cuen efeence (see p f p. 66 he nes) bas a bpla anss pes cnsan anscnucance e epeaue (an als epenen f supply lae an pcess). Hw h we achee
ANALOG ELECTRONICS DR NORLAILI MOHD NOH
24 ANALOG LTRONIS lass 5&6&7&8&9 DR NORLAILI MOHD NOH 3.3.3 n-ase cnfguatn V V Rc I π π g g R V /p sgnal appled t. O/p taken f. ted t ac gnd. The hybd-π del pdes an accuate epesentatn f the sall-sgnal
T-model: - + v o. v i. i o. v e. R i
T-mdel: e gm - V Rc e e e gme R R R 23 e e e gme R R The s/c tanscnductance: G m e m g gm e 0 The nput esstance: R e e e e The utput esstance: R R 0 /c unladed ltage gan, R a g R m e gmr e 0 m e g me e/e
ECEN474/704: (Analog) VLSI Circuit Design Spring 2016
EEN7/70: (nal) VS icuit Desin Spin 06 ectue 0: Siple OT Sa Pale nal & Mixed-Sinal ente Texas &M Uniesity nnunceents H is due tday H is due Ma 0 Exa is n p 9:0-0:5PM (0 exta inutes) lsed bk w/ ne standad
CHAPTER 9 FREQUENCY RESPONSE
TE 9 FEQUENY ESONSE hapte Outline 9. w Fequency epne the S and E pliie 9. ntenal apacitive Eect and the ih Fequency del 9. ih Fequency epne the S and E pliie 9.4 Tl the nalyi the ih Fequency epne pliie
College of Engineering Department of Electronics and Communication Engineering. Test 2 MODEL ANSWERS
Nae: tudet Nube: ect: ectue: z at Fazea zlee Jehaa y Jaalud able Nube: llee f ee eatet f lectcs ad ucat ee est O N, Y 050 ubject de : B73 use tle : lectcs alyss & es ate : uust 05 e llwed : hu 5 utes stucts
Summary 7. ELECTROMAGNETIC JOINT. ROTATING MAGNETIC FIELD. SPACE-PHASOR THEORY... 2
uay 7. ELECTROMAGETIC JOIT. ROTATIG MAGETIC FIELD. PACE-PHAOR THEORY... 7.1 ELECTROMAGETIC JOIT... 7. UMER OF POLE... 4 7. DITRIUTED WIDIG... 5 7.4 TORQUE EXPREIO... 6 7.5 PACE PHAOR... 7 7.6 THREE-PHAE
Frequency Response of Amplifiers
類比電路設計 (3349-004 Frequency epne f Aplifier h-uan an Natinal hun-h Univerity epartent f Electrical Eneer Overview ead B azavi hapter 6 ntrductin n thi lecture, we tudy the repne f le-tae and differential
ZVS-ZCS Bidirectional Full-Bridge DC-DC Converter
ZS-ZS Bdectnal Full-Bdge D-D nete PEDS009 hng-ung hu Y hen Deatent f Electcal Engneeng Suthen Tawan Unety Tanan, TAWA. R.O.. 70 Abtact A bdectnal ze-ltage-wtchng (ZS) and zecuent-wtchng (ZS) full-bdge
LEAP FROG TECHNIQUE. Operational Simulation of LC Ladder Filters ECEN 622 (ESS) TAMU-AMSC
LEAP FOG TEHNQUE Opeatnal Smulatn f L Ladde Fltes L pttype lw senstvty One fm f ths technque s called Leapf Technque Fundamental Buldn Blcks ae - nteats - Secnd-de ealzatns Fltes cnsdeed - LP - BP - HP
6. Frequency Response
6. Frequency esnse eading: Sedra & Sith: hater.6, hater 3.6 and hater 9 (MOS rtins, EE 0, Winter 0, F. Najabadi Tyical Frequency resnse an liier U t nw we have ignred the caacitrs. T include the caacitrs,
CHAPTER 17. Solutions for Exercises. Using the expressions given in the Exercise statement for the currents, we have
CHATER 7 Slutin f Execie E7. F Equatin 7.5, we have B gap Ki ( t ) c( θ) + Ki ( t ) c( θ 0 ) + Ki ( t ) c( θ 40 a b c ) Uing the expein given in the Execie tateent f the cuent, we have B gap K c( ωt )c(
Exercises for Frequency Response. ECE 102, Fall 2012, F. Najmabadi
Eecses Fequency espnse EE 0, Fall 0, F. Najabad Eecse : Fnd the d-band an and the lwe cut- equency the aple belw. µ n (W/ 4 A/, t 0.5, λ 0, 0 µf, and µf Bth capacts ae lw- capacts. F. Najabad, EE0, Fall
5. Differential Amplifiers
5. iffeential plifies eain: Sea & Sith: Chapte 8 MOS ptins an Chapte.. ECE, Winte, F. Najabai iffeential an Cn-Me Sinals Cnsie a linea iuit with TWO inputs By supepsitin: efine: iffeene iffeential Me Cn
6.012 Electronic Devices and Circuits Formula Sheet for Final Exam, Fall q = 1.6x10 19 Coul III IV V = x10 14 o. = 3.
6.0 Elctc Dvcs ad Ccuts ula Sht f al Exa, all 003 Paat Valus: Pdc Tabl: q.6x0 9 Cul III IV V 8.854 x0 4 /c,,s.7,,so 3.9 B C N 0 S /c, SO 3.5 x0 3 /c Al S P [S@R.T] 0 0 c 3 Ga G As /q 0.05 V ; ( /q) l0
Microelectronics Circuit Analysis and Design. ac Equivalent Circuit for Common Emitter. Common Emitter with Time-Varying Input
Micelectnics Cicuit Analysis and Design Dnald A. Neamen Chapte 6 Basic BJT Amplifies In this chapte, we will: Undestand the pinciple f a linea amplifie. Discuss and cmpae the thee basic tansist amplifie
Transistors. Lesson #10 Chapter 4. BME 372 Electronics I J.Schesser
Tanssts essn #10 Chapte 4 BM 372 lectncs 154 Hmewk Ps. 4.40, 4.42, 4.43, 4.45, 4.46, 4.51, 4.53, 4.54, 4.56 BM 372 lectncs 155 Hmewk Answes #20 Ps. 4.40 See fgue 4.33 BM 372 lectncs 156 Ps. 4.42 Hmewk
Microelectronics Circuit Analysis and Design. NMOS Common-Source Circuit. NMOS Common-Source Circuit 10/15/2013. In this chapter, we will:
Mcrelectrncs Crcut Analyss and Desn Dnald A. Neaen Chapter 4 Basc FET Aplfers In ths chapter, we wll: Inestate a snle-transstr crcut that can aplfy a sall, te-aryn nput snal Deelp sall-snal dels that are
University of Southern California School Of Engineering Department Of Electrical Engineering
Unverty f Suthern afrna Sch Of Enneern Deartent Of Eectrca Enneern EE 48: ewrk nent # fa, Due 9/7/ ha Fure : The redrawn cnfuratn f "F P." t b t a Gven the fure, ne can wrte the fwn equatn: λ t t { λ }
FEEDBACK AMPLIFIERS. β f
FEEDBC MPLFES X - X X X * What negatve eedback? ddng the eedback gnal t the nput a t patally cancel the nput gnal t the ample. * What eedback? Takng a ptn the gnal avng at the lad and eedng t back t the
Sensors and Actuators Introduction to sensors
Senss and Actuats Intductin t senss Sande Stuij (s.stuij@tue.nl) Depatment f Electical Engineeing Electnic Systems AMPLIFIES (Chapte 5.) Infmatin pcessing system nncntact sens cntact sens abslute sens
Radiation Resistance of System G( Iron Torus is not used as we can see ) ( ) 2
THE FNAL NVESTGATON ON TORS EXPERMENT N AQNO S SET P n the llwing invetigatin, we ae ging t exaine the equatin Syte G, accding t Pe Aquin clai. THE EQATONS FOR THE TORS EXPERMENT ARE THE FOLLOW: Velcity
ECE-320: Linear Control Systems Homework 1. 1) For the following transfer functions, determine both the impulse response and the unit step response.
Due: Mnday Marh 4, 6 at the beginning f la ECE-: Linear Cntrl Sytem Hmewrk ) Fr the fllwing tranfer funtin, determine bth the imule rene and the unit te rene. Srambled Anwer: H ( ) H ( ) ( )( ) ( )( )
Consider the simple circuit of Figure 1 in which a load impedance of r is connected to a voltage source. The no load voltage of r
1 Intductin t Pe Unit Calculatins Cnside the simple cicuit f Figue 1 in which a lad impedance f L 60 + j70 Ω 9. 49 Ω is cnnected t a vltage suce. The n lad vltage f the suce is E 1000 0. The intenal esistance
Exercises for Frequency Response. ECE 102, Winter 2011, F. Najmabadi
Eercses r Frequency espnse EE 0, Wnter 0, F. Najabad Eercse : A Mdy the crcut belw t nclude a dnant ple at 00 Mz ( 00 Ω, k, k, / 00 Ω, λ 0, and nre nternal capactances the MOS. pute the dnant ple n the
Lecture 2 Feedback Amplifier
Lectue Feedback mple ntductn w-pt Netwk Negatve Feedback Un-lateal Case Feedback plg nalss eedback applcatns Clse-Lp Gan nput/output esstances e:83hkn 3 Feedback mples w-pt Netwk z-paametes Open-Ccut mpedance
Design of Analog Integrated Circuits
Desgn f Analg Integrated Crcuts I. Amplfers Desgn f Analg Integrated Crcuts Fall 2012, Dr. Guxng Wang 1 Oerew Basc MOS amplfer structures Cmmn-Surce Amplfer Surce Fllwer Cmmn-Gate Amplfer Desgn f Analg
Introduction of Two Port Network Negative Feedback (Uni lateral Case) Feedback Topology Analysis of feedback applications
Lectue Feedback mple ntductn w Pt Netwk Negatve Feedback Un lateal Case Feedback plg nalss eedback applcatns Clse Lp Gan nput/output esstances e:83h 3 Feedback w-pt Netwk z-paametes Open-Ccut mpedance
AN ALGORITHM FOR CALCULATING THE CYCLETIME AND GREENTIMES FOR A SIGNALIZED INTERSECTION
AN AGORITHM OR CACUATING THE CYCETIME AND GREENTIMES OR A SIGNAIZED INTERSECTION Henk Taale 1. Intoducton o a snalzed ntesecton wth a fedte contol state the cclete and eentes ae the vaables that nfluence
which represents a straight line whose slope is C 1.
hapte, Slutin 5. Ye, thi claim i eanable ince in the abence any heat eatin the ate heat tane thugh a plain wall in teady peatin mut be cntant. But the value thi cntant mut be ze ince ne ide the wall i
Design of Analog Integrated Circuits
Design f Analg Integated Cicuits Opeatinal Aplifies Design f Analg Integated Cicuits Fall 01, D. Guxing Wang 1 Outline Mdel f Opeatinal Aplifies Tw Stage CMOS Op Ap Telescpic Op Ap Flded-Cascde Op Ap Refeence
Is current gain generally significant in FET amplifiers? Why or why not? Substitute each capacitor with a
FET Sall Snal Mdband Mdel Ntatn: C arables and quanttes are enerally desnated wth an uppercase subscrpt. AC arables and quanttes are enerally desnated wth a lwercase subscrpt. Phasr ntatn wll be used when
Announcements Candidates Visiting Next Monday 11 12:20 Class 4pm Research Talk Opportunity to learn a little about what physicists do
Wed., /11 Thus., /1 Fi., /13 Mn., /16 Tues., /17 Wed., /18 Thus., /19 Fi., / 17.7-9 Magnetic Field F Distibutins Lab 5: Bit-Savat B fields f mving chages (n quiz) 17.1-11 Pemanent Magnets 18.1-3 Mic. View
Exercises for Differential Amplifiers. ECE 102, Fall 2012, F. Najmabadi
Execises f iffeential mplifies ECE 0, Fall 0, F. Najmabai Execise : Cmpute,, an G if m, 00 Ω, O, an ientical Q &Q with µ n C x 8 m, t, λ 0. F G 0 an B F G. epeat the execise f λ 0. -. This execise shws
Microelectronic Circuits II. Ch 8 : Frequency Response
Micrelectrnic ircuit II h 8 : Frequency ene 8. -Frequency ene f S & E Amlifier NU EE 8.- Intrductin - ain i cntant indeendent f the frequency f the inut nal à infinite andidth à Nt true, - midand : ain
Exercises for Cascode Amplifiers. ECE 102, Fall 2012, F. Najmabadi
Execises f Cascde plifies ECE 0, Fall 0, F. Najabadi F. Najabadi, ECE0, Fall 0 /6 Execise : Cpute assue and Eey Cascde stae inceases by uble Cascde Execise : Cpute all indicated s, s, and i s. ssue tansists
Waveshapping Circuits and Data Converters. Lesson #17 Comparators and Schmitt Triggers Section BME 373 Electronics II J.
Waeshappg Crcuts and Data Cnerters Lessn #7 Cmparatrs and Schmtt Trggers Sectn. BME 7 Electrncs II 0 Waeshappg Crcuts and Data Cnerters Cmparatrs and Schmtt Trggers Astable Multbratrs and Tmers ectfers,
ME 3600 Control Systems Frequency Domain Analysis
ME 3600 Cntl Systems Fequency Dmain Analysis The fequency espnse f a system is defined as the steady-state espnse f the system t a sinusidal (hamnic) input. F linea systems, the esulting utput is itself
Exam-style practice: A Level
Exa-tye practce: A Leve a Let X dete the dtrbut ae ad X dete the dtrbut eae The dee the rad varabe Y X X j j The expected vaue Y : E( Y) EX X j j EX EX j j EX E X 7 The varace : Var( Y) VarX VarX j j Var(
, where. This is a highpass filter. The frequency response is the same as that for P.P.14.1 RC. Thus, the sketches of H and φ are shown below.
hapter 4, Slutn. H ( H(, where H π H ( φ H ( tan - ( Th a hghpa lter. The requency repne the ame a that r P.P.4. except that. Thu, the ketche H and φ are hwn belw. H.77 / φ 9 45 / hapter 4, Slutn. H(,
Chapter 9 Compressible Flow 667
Chapter 9 Cmpreible Flw 667 9.57 Air flw frm a tank thrugh a nzzle int the tandard atmphere, a in Fig. P9.57. A nrmal hck tand in the exit f the nzzle, a hwn. Etimate (a) the tank preure; and (b) the ma
1 st VS 2 nd Laws of Thermodynamics
t VS nd Law f hemdynamic he fit Law Enegy cneatin Quantity pint f iew - In tem f Enegy Enegy cannt be ceated detyed, but it alway cnee - If nt, it ilate t law f themdynamic Enegy input Enegy utput Enegy
ECEN474/704: (Analog) VLSI Circuit Design Spring 2018
EEN474/704: (nal) VSI ircuit Desin Sprin 0 ecture 3: Flded ascde & Tw Stae Miller OT Sa Paler nal & Mixed-Sinal enter Texas &M University nnunceents Exa dates reinder Exa is n pr. 0 Exa 3 is n May 3 (3PM-5PM)
Section 4.2 Radians, Arc Length, and Area of a Sector
Sectin 4.2 Radian, Ac Length, and Aea f a Sect An angle i fmed by tw ay that have a cmmn endpint (vetex). One ay i the initial ide and the the i the teminal ide. We typically will daw angle in the cdinate
Ch. 3: Inverse Kinematics Ch. 4: Velocity Kinematics. The Interventional Centre
Ch. : Invee Kinemati Ch. : Velity Kinemati The Inteventinal Cente eap: kinemati eupling Apppiate f ytem that have an am a wit Suh that the wit jint ae ae aligne at a pint F uh ytem, we an plit the invee
rad rev 60sec p sec 2 rad min 2 2
NAME: EE 459/559, Exa 1, Fall 2016, D. McCalley, 75 inute allowed (unle othewie diected) Cloed Book, Cloed Note, Calculato Peitted, No Counication Device. The following infoation ay o ay not be ueful fo
Lecture #2 : Impedance matching for narrowband block
Lectue # : Ipedance atching f nawband blck ichad Chi-Hsi Li Telephne : 817-788-848 (UA) Cellula phne: 13917441363 (C) Eail : chihsili@yah.c.cn 1. Ipedance atching indiffeent f bandwidth ne pat atching
Source-Channel-Sink Some questions
Source-Channel-Snk Soe questons Source Channel Snk Aount of Inforaton avalable Source Entro Generall nos and a be te varng Introduces error and lts the rate at whch data can be transferred ow uch nforaton
OPERATIONAL AMPLIFIERS
PEATINAL AMPLIFIES Why do we study them at ths pont???. pamps are ery useful electronc components. We hae already the tools to analyze practcal crcuts usng pamps 3. The lnear models for pamps nclude dependent
A Revision Article of Oil Wells Performance Methods
A Revisin Aticle Oil Wells emnce Methds The ductivity inde well, dented y, is mesue the ility the well t duce. It is given y: Whee: Welle ductivity inde, STB/dy/sig Avege (sttic) esevi essue, sig Welle
Discrete Memoryless Channels
Dscrete Meorless Channels Source Channel Snk Aount of Inforaton avalable Source Entro Generall nos, dstorted and a be te varng ow uch nforaton s receved? ow uch s lost? Introduces error and lts the rate
ANALOG ELECTRONICS 1 DR NORLAILI MOHD NOH
24 ANALOG LTRONIS TUTORIAL DR NORLAILI MOHD NOH . 0 8kΩ Gen, Y β β 00 T F 26, 00 0.7 (a)deterne the dc ltages at the 3 X ternals f the JT (,, ). 0kΩ Z (b) Deterne g,r π and r? (c) Deterne the ltage gan
I N A C O M P L E X W O R L D
IS L A M I C E C O N O M I C S I N A C O M P L E X W O R L D E x p l o r a t i o n s i n A g-b eanste d S i m u l a t i o n S a m i A l-s u w a i l e m 1 4 2 9 H 2 0 0 8 I s l a m i c D e v e l o p m e
(8) Gain Stage and Simple Output Stage
EEEB23 Electoncs Analyss & Desgn (8) Gan Stage and Smple Output Stage Leanng Outcome Able to: Analyze an example of a gan stage and output stage of a multstage amplfe. efeence: Neamen, Chapte 11 8.0) ntoducton
Chapter 4 Motion in Two and Three Dimensions
Chapte 4 Mtin in Tw and Thee Dimensins In this chapte we will cntinue t stud the mtin f bjects withut the estictin we put in chapte t me aln a staiht line. Instead we will cnside mtin in a plane (tw dimensinal
Study Of Starting Duty Of Wind Power Plant With Asynchronous Generators
Mutafayev R., Haanva L. STDY OF STARTNG DTY OF WND POWER PLANT RT&A, N () Vlue, Decebe Study Of Statng Duty Of Wnd Pwe Plant Wth Aynchnu Geneat Rauf Mutafayev, Laan Haanva Azebajan Scentfc-Reeach and Dgned-Pectng
OBJECTIVE To investigate the parallel connection of R, L, and C. 1 Electricity & Electronics Constructor EEC470
Assignment 7 Paallel Resnance OBJECTIVE T investigate the paallel cnnectin f R,, and C. EQUIPMENT REQUIRED Qty Appaatus 1 Electicity & Electnics Cnstuct EEC470 1 Basic Electicity and Electnics Kit EEC471-1
dm dt = 1 V The number of moles in any volume is M = CV, where C = concentration in M/L V = liters. dcv v
Mg: Pcess Aalyss: Reac ae s defed as whee eac ae elcy lue M les ( ccea) e. dm he ube f les ay lue s M, whee ccea M/L les. he he eac ae beces f a hgeeus eac, ( ) d Usually s csa aqueus eeal pcesses eac,
Homework Set 4 Physics 319 Classical Mechanics. m m k. x, x, x, x T U x x x x l 2. x x x x. x x x x
Poble 78 a) The agangian i Hoewok Set 4 Phyic 319 Claical Mechanic k b) In te of the cente of a cooinate an x x1 x x1 x xc x x x x x1 xc x xc x x x x x1 xc x xc x, x, x, x T U x x x x l 1 1 1 1 1 1 1 1
Executive Committee and Officers ( )
Gifted and Talented International V o l u m e 2 4, N u m b e r 2, D e c e m b e r, 2 0 0 9. G i f t e d a n d T a l e n t e d I n t e r n a t i o n a2 l 4 ( 2), D e c e m b e r, 2 0 0 9. 1 T h e W o r
6. The squirrel cage induction machine
6. The quiel cage induction achine TECHSCHE VERSTÄT Pof. A. Binde : Electical Machine and Dive 6/1 ntitut f Eletiche Enegieandlung FB 18 Squiel cage induction achine Coe quiel cage: fo big oe achine >
(b) Using the ideal gas equation of state, and noting that the total mass of gas occupies the same total volume at the final state as initially: where
6.55 Given: An inulated cylinder i initially divided int halve y a itn. On either ide the itn i a ga at a knwn tate. The itn i releaed and equiliriu i attained. Find: Deterine the inal reure, inal teerature,
C o r p o r a t e l i f e i n A n c i e n t I n d i a e x p r e s s e d i t s e l f
C H A P T E R I G E N E S I S A N D GROWTH OF G U IL D S C o r p o r a t e l i f e i n A n c i e n t I n d i a e x p r e s s e d i t s e l f i n a v a r i e t y o f f o r m s - s o c i a l, r e l i g i
5.1 Moment of a Force Scalar Formation
Outline ment f a Cuple Equivalent System Resultants f a Fce and Cuple System ment f a fce abut a pint axis a measue f the tendency f the fce t cause a bdy t tate abut the pint axis Case 1 Cnside hizntal
Static Error EECS240 Spring Settling. Static Error (cont.) Step Response. Dynamic Errors. c 1 FA { V 1. Lecture 13: Settling
Statc Error EES240 Srng 200 Lecture 3: Settlng KL o c FA { T o Elad Alon Det. o EES - o /A v tatc error te wth F + + c EES240 Lecture 3 4 Settlng Why ntereted n ettlng? Ocllocoe: track nut waveor wthout
Disclaimer: This lab write-up is not
Diclaier: Thi lab write-up i nt t be cpied, in whle r in part, unle a prper reference i ade a t the urce. (It i trngly recended that yu ue thi dcuent nly t generate idea, r a a reference t explain cplex
Module B3. VLoad = = V S V LN
Mdule B Prblem The -hase lads are cnnected n arallel. One s a urely resste lad cnnected n wye. t cnsumes 00kW. The secnd s a urely nducte 00kR lad cnnected n wye. The thrd s a urely caacte 00kR lad cnnected
Chapter 3 Applications of resistive circuits
Chapte 3 pplcat f ete ccut 3. (ptal) eal uce mel, maxmum pwe tafe 3. mplfe mel ltage amplfe mel, cuet amplfe mel 3.3 Op-amp lea mel, etg p-amp, etg p-amp, ummg a ffeece p-amp 3.4-3.5 (ptal) teal p-amp
Measurement and Instrumentation Lecture Note: Strain Measurement
0-60 Meurement nd Intrumenttin Lecture Nte: Strin Meurement eview f Stre nd Strin Figure : Structure under tenin Frm Fig., xil tre σ, xil trin, trnvere trin t, Pin' rti ν, nd Yung mdulu E re σ F A, dl
THIS PAGE DECLASSIFIED IAW EO IRIS u blic Record. Key I fo mation. Ma n: AIR MATERIEL COMM ND. Adm ni trative Mar ings.
T H S PA G E D E CLA SSFED AW E O 2958 RS u blc Recod Key fo maon Ma n AR MATEREL COMM ND D cumen Type Call N u b e 03 V 7 Rcvd Rel 98 / 0 ndexe D 38 Eneed Dae RS l umbe 0 0 4 2 3 5 6 C D QC d Dac A cesson
Transient Analysis of Three-Phase Wound Rotor (Slip-Ring) Induction Motor under Operating Condition
Intenatnal Junal f Recent Engneeng Reeach and Develent (IJRERD) IN: 455-876.jed.c lue Iue 7 July 7 PP. 9- anent Analy f hee-phae Wund Rt (l-rng) Inductn Mt unde Oeatng Cndtn Oute K.C., Eneuh F.O. Deatent
The Second Law implies:
e Send Law ilie: ) Heat Engine η W in H H L H L H, H H ) Ablute eerature H H L L Sale, L L W ) Fr a yle H H L L H 4) Fr an Ideal Ga Cyle H H L L L δ reerible ree d Claiu Inequality δ eerible Cyle fr a
Exclusive Technology Feature. Eliminate The Guesswork When Selecting Primary Switch V DD Capacitors. ISSUE: May 2011
Excluive Technlgy Feature Eliminate The Guewrk When Selecting Primary Switch DD aacitr by Ed Wenzel, STMicrelectrnic, Schaumburg, ll. SSUE: May 2011 A rimary witch, ued fr ff-line alicatin, ften cntain
2/24/2014. The point mass. Impulse for a single collision The impulse of a force is a vector. The Center of Mass. System of particles
/4/04 Chapte 7 Lnea oentu Lnea oentu of a Sngle Patcle Lnea oentu: p υ It s a easue of the patcle s oton It s a vecto, sla to the veloct p υ p υ p υ z z p It also depends on the ass of the object, sla
2 tel
Us. Timeless, sophisticated wall decor that is classic yet modern. Our style has no limitations; from traditional to contemporar y, with global design inspiration. The attention to detail and hand- craf
Image Enhancement: Histogram-based methods
Image Enhancement: Hitogam-baed method The hitogam of a digital image with gayvalue, i the dicete function,, L n n # ixel with value Total # ixel image The function eeent the faction of the total numbe
Fri. 10/23 (C14) Linear Dielectrics (read rest at your discretion) Mon. (C 17) , E to B; Lorentz Force Law: fields
Fi. 0/23 (C4) 4.4. Linea ielectics (ead est at yu discetin) Mn. (C 7) 2..-..2, 2.3. t B; 5..-..2 Lentz Fce Law: fields Wed. and fces Thus. (C 7) 5..3 Lentz Fce Law: cuents Fi. (C 7) 5.2 Bit-Savat Law HW6
A L A BA M A L A W R E V IE W
A L A BA M A L A W R E V IE W Volume 52 Fall 2000 Number 1 B E F O R E D I S A B I L I T Y C I V I L R I G HT S : C I V I L W A R P E N S I O N S A N D TH E P O L I T I C S O F D I S A B I L I T Y I N
E-Companion: Mathematical Proofs
E-omnon: Mthemtcl Poo Poo o emm : Pt DS Sytem y denton o t ey to vey tht t ncee n wth d ncee n We dene } ] : [ { M whee / We let the ttegy et o ech etle n DS e ]} [ ] [ : { M w whee M lge otve nume oth
Projectile Motion. Parabolic Motion curved motion in the shape of a parabola. In the y direction, the equation of motion has a t 2.
Projectle Moton Phc Inentor Parabolc Moton cured oton n the hape of a parabola. In the drecton, the equaton of oton ha a t ter Projectle Moton the parabolc oton of an object, where the horzontal coponent
K E L LY T H O M P S O N
K E L LY T H O M P S O N S E A O LO G Y C R E ATO R, F O U N D E R, A N D PA R T N E R K e l l y T h o m p s o n i s t h e c r e a t o r, f o u n d e r, a n d p a r t n e r o f S e a o l o g y, a n e x
2/4/2012. τ = Reasoning Strategy 1. Select the object to which the equations for equilibrium are to be applied. Ch 9. Rotational Dynamics
/4/ Ch 9. Rtatna Dynamcs In pue tansatna mtn, a pnts n an bject tae n paae paths. ces an Tques Net ce acceeatn. What causes an bject t hae an angua acceeatn? TORQUE 9. The ctn ces an Tques n Rg Objects
Diodes Waveform shaping Circuits. Sedra & Smith (6 th Ed): Sec. 4.5 & 4.6 Sedra & Smith (5 th Ed): Sec. 3.5 & 3.6
des Waefrm shapng Cruts Sedra & Smth (6 th Ed): Se. 4.5 & 4.6 Sedra & Smth (5 th Ed): Se. 3.5 & 3.6 Tw-prt netwrks as buldng blks Reall: Transfer funtn f a tw-prt netwrk an be fund by slng ths rut ne.
Design of CMOS Analog Integrated Circuits. Basic Building Block
Desin of CMOS Analo Inteated Cicuits Fanco Malobeti Basic Buildin Block F. Malobeti : Desin of CMOS Analo Inteated Cicuits - Basic Buildin Block INERTER WITH ACTIE LOAD The simplest fom of ain stae, the
PERFORMANCE ANALYSIS OF DOUBLY- FED INDUCTION GENERATOR FOR WIND ENERGY CONVERSION SYSTEM
The 5 th PSU-UNS Intenatonal Confeence on Engneeng an 53 Technology (ICET-11), Phuket, May -3, 11 Pnce of Songkla Unety, Faculty of Engneeng Hat Ya, Songkhla, Thalan 911 PEFOMANCE ANALYSIS OF OUBLY- FE
THIS PAGE DECLASSIFIED IAW E
THS PAGE DECLASSFED AW E0 2958 BL K THS PAGE DECLASSFED AW E0 2958 THS PAGE DECLASSFED AW E0 2958 B L K THS PAGE DECLASSFED AW E0 2958 THS PAGE DECLASSFED AW EO 2958 THS PAGE DECLASSFED AW EO 2958 THS
Performance Evaluation of Wound Rotor (Slip Ring) Induction Motor with Leading Power Factor
Intenatnal Junal f ecent Engneeng eeach and Develent (IJED) ISSN: 455-876.jed.c lue Iue 9 Setee 7 PP. -4 Pefance Evaluatn f Wund t (Sl ng) Inductn Mt th Leadng Pe Fact Uguda A.U., Oute K.C. Izh A.N, Ajak
Rotating Disk Electrode -a hydrodynamic method
Rotatng Dsk Electode -a hdodnamc method Fe Lu Ma 3, 0 ente fo Electochemcal Engneeng Reseach Depatment of hemcal and Bomolecula Engneeng Rotatng Dsk Electode A otatng dsk electode RDE s a hdodnamc wokng
Diodes Waveform shaping Circuits
des Waefrm shapng Cruts Leture ntes: page 2-2 t 2-31 Sedra & Smth (6 th Ed): Se. 4.5 & 4.6 Sedra & Smth (5 th Ed): Se. 3.5 & 3.6 F. Najmabad, ECE65, Wnter 212 Tw-prt netwrks as buldng blks Reall: Transfer
MOSFET Internal Capacitances
ead MOSFET Iteral aactace S&S (5ed): Sec. 4.8, 4.9, 6.4, 6.6 S&S (6ed): Sec. 9., 9.., 9.3., 9.4-9.5 The curret-voltae relatoh we have dcued thu far for the MOSFET cature the ehavor at low ad oderate frequece.
ADDITIONAL ANALYSIS TECHNIQUES
ADDTNAL ANALY TECHNQUE LEANNG GAL EEW LNEATY The property hs two equilent definitions. We show nd ppliction of homogeneity. ALY UETN We discuss some implictions of the superposition property in liner circuits.
Markov Processes. Fundamentals (1) State graph. Fundamentals (2) IEA Automation 2018
Fundaental () Markov Procee Dr Ulf Jeppon Div of Indutrial Electrical Engineering and Autoation (IEA) Dept of Bioedical Engineering (BME) Faculty of Engineering (LTH), Lund Univerity Ulf.Jeppon@iea.lth.e
EE 5337 Computational Electromagnetics (CEM)
7//28 Instucto D. Raymond Rumpf (95) 747 6958 cumpf@utep.edu EE 5337 Computatonal Electomagnetcs (CEM) Lectue #6 TMM Extas Lectue 6These notes may contan copyghted mateal obtaned unde fa use ules. Dstbuton
Let s start from a first-order low pass filter we already discussed.
EEE0 Netrk Analy II Dr. harle Km Nte09: Actve Flter ---Part. gher-order Actve Flter The rt-rder lter d nt harply dvde the pa band and the tp band. One apprach t btan a harper trantn beteen the pa band
Inverse DEA Model with Fuzzy Data for Output Estimation
Aaabe e at www.. Iaa Ja Optat 2200 388-4 Iaa Ja Optat Iee DEA Mde wt F Data Otpt Etat A Mad Rad a Rea Dea a Faad Heade Lt b a Depatet Mateatc Iac Aad Uet Maedea Bac Ia b Depatet Mateatc Iac Aad Uet Scece
Ch. 6 Single Variable Control ES159/259
Ch. 6 Single Variable Control Single variable control How o we eterine the otor/actuator inut o a to coan the en effector in a eire otion? In general, the inut voltage/current oe not create intantaneou
Faraday s Law. Faraday s Law. Faraday s Experiments. Faraday s Experiments. Magnetic Flux. Chapter 31. Law of Induction (emf( emf) Faraday s Law
Faaday s Law Faaday s Epeiments Chapte 3 Law of nduction (emf( emf) Faaday s Law Magnetic Flu Lenz s Law Geneatos nduced Electic fields Michael Faaday discoeed induction in 83 Moing the magnet induces
Section I5: Feedback in Operational Amplifiers
Sectin I5: eedback in Operatinal mplifiers s discussed earlier, practical p-amps hae a high gain under dc (zer frequency) cnditins and the gain decreases as frequency increases. This frequency dependence