3 Pages

1042

Course: DDDD h0322, Spring 2011
School: Bina Nusantara University
Rating:
 
 
 
 
 

Word Count: 1265

Document Preview

to Teaching Design with Standard Components J. Joseph Oral Roberts University Tulsa, Oklahoma 74171 Abstract - This paper describes the structure of a course that has been created to help electrical engineering seniors with design. It is expected to make the transition to the capstone design almost effortless. Students take this course after having taken several theoretical courses in the areas of digital signal...

Register Now

Unformatted Document Excerpt

Coursehero >> Other International >> Bina Nusantara University >> DDDD h0322

Course Hero has millions of student submitted documents similar to the one
below including study guides, practice problems, reference materials, practice exams, textbook help and tutor support.

Course Hero has millions of student submitted documents similar to the one below including study guides, practice problems, reference materials, practice exams, textbook help and tutor support.
to Teaching Design with Standard Components J. Joseph Oral Roberts University Tulsa, Oklahoma 74171 Abstract - This paper describes the structure of a course that has been created to help electrical engineering seniors with design. It is expected to make the transition to the capstone design almost effortless. Students take this course after having taken several theoretical courses in the areas of digital signal processing, control theory, electromagnetic theory and so on. The course does not have written examinations but real projects. Students are required to use mathematical and simulation modeling tools before constructing any end product. Thus the emphasis is not on designs that are theoretical in nature but on systems that are physically realized. It begins with designs using operational amplifiers, optimal routing of PCBs and proceeds to the digital area by studying Verilog HDL while designing systems using PLAs and FPGAs. Though an elective, this course has been well received by students. Introduction According to ABET, engineering design is the process of devising a system, component or process to meet desired needs. It is a decision making process in which the basic sciences, mathematics and engineering sciences are applied to optimally convert resources to meet a stated objective. The course entitled: Design With Standard Components considers the question of design from the practical aspect of available components and processes involved in manufacturing the end product. The focus is on appropriate use of available components, with their features and limitations. Use A/D , D/A converters Use MicroSim PCBoards [5] and Auto Router [6] to design printed circuit boards Use Verilog HDL [3] to program PLDs Use CUPL [7] to program PLDs Course Projects Over the last few years, the projects for the course have always undergone changes though they contained the following core projects: Design of an integrator Design of a low power audio-amplifier using LM-386 Design of an active filter using operational amplifiers Design of a LUX meter Design of a function generator [2] using ICL-8038 Design of power control circuits using SCRs, Triacs and Power MOSFETs Design of a traffic light controller using NE-555 Design of a Printed Circuit Board using MicrSim PCBoards [5] and Autorouter [6] Design of special purpose circuits using PLDs. The projects were chosen to help students gain confidence in designing, constructing and testing of systems according to given specifications. A variety of topics are discussed in the lectures. The topics may also include those that are specially requested by students who want to apply them in their senior projects. As a specific example, MicrSim PCBoards [5] and Autorouter [6] are not discussed in any other theoretical course while it is covered in this course. Hence this course helps students gain confidence in the art of design. Course Goals Course Topics As a result of successfully completing the course, students will be able to: Select proper components to meet specified objectives Minimize electrical noise in circuits Anticipate and avoid problems of stray signals through the use of proper grounding and shielding Learn to design power circuits using SCRs, Triacs and Power MOSFETs Make most of SSI, MSI and LSI packages in the design process General concepts of Operational Amplifiers Ideal Operational Amplifiers Comparators, Oscillators and active filters A/D and D/A circuits Grounding and shielding Gate level and data flow modeling techniques Logic synthesis using Verilog HDL [3] Learning to use CUPL [7] , PCBoards [5] and Autorouter [6] Students learn about the problems associated with improper grounding and shielding in an otherwise well designed system. They learn to avoid problems of stray signals through the use of proper grounding and shielding Since ORU. does not have a course in power/industrial electronics, this course also teaches them to control a.c. and d.c power circuits using SCRs, Triacs and Power MOSFETs Students learn to design circuits using available SSI, MSI and LSI packages They learn to condition signals and process them in either analog or digital form. Students will be able to go with ease from analog to digital using A/D converters and from digital to analog using D/A converters Students are able to use MicroSim PCBoards [5] and Router Auto [6] to design printed circuit boards. They later use these circuit boards in one of their applications. They learn the importance of HDL and specifically Verilog HDL [3] They design circuits using PLDs and use CUPL [7] to program the PLDs [4] Students' perception of engineering changed after this course. They were able to effectively integrate theory from various engineering courses and apply them to realize "well designed" circuits. They learned about constraints, trade-offs and pit-falls involved in the process of design. The major outcome of the course has been the transformation of students from theoretical designers to practical designers. Design Phase I Operational amplifiers being the central elements [1] of modern linear electronic circuits, phase I focuses on the design and fabrication of systems having operational amplifiers. Real operational amplifiers have non-ideal characteristics which introduce inaccuracies. Hence, students are taught to take real operational amplifiers and real components to design real circuits. In addition to the basic characteristics of operational amplifiers, students are taught to consider the rated output ( for power operational amplifiers), power dissipation, supply current drain, transient response, input capacitance and noise (created by the amplifier). They also take into account the dependencies of temperature, frequency, supply voltage, source resistance and load resistance on operational amplifiers. Students learn to select passive components. e.g., they are informed of carbon, wire-wound, metal-film and carbon-film resistors, different types of potentiometers and capacitors. They are made aware of real capacitors that have leakage resistance. For many students, the variety is an eye opener. They learn the differences in ceramic, mica, film type and electrolytic capacitors while learning to choose the capacitors to suit respective applications. Design Phase II In this phase students design systems using special purpose ICs. Projects using NE-555, ICL 8038 are implemented. In addition to using special purpose ICs, students are made aware of grounding and shielding. Since few courses cover topics in grounding and shielding instructions given in this course will help them design systems that are well grounded and immune to electric and magnetic fields. Conclusion In Phase III, students learn and apply Verilog HDL [3] to design special purpose ICs with PLDs. They also work with the commercial package CUPL [7]. Students used GAL20V8 [4] to complete their projects. It has electrically erasable floating gate technology with speed performance far above those required in a typical class room environment. Teaching design using standard components was discussed. The methodology used has helped many students gain a broader understanding of contemporary design techniques. These design techniques are generally not discussed in many theoretical courses e.g. Electromagnetic theory, Control Theory, Circuit Theory, Power Systems etc. On successful completion of this course, students have little difficulty completing capstone design projects. Outcomes of the course Acknowledgment Design Phase III Students learn to choose the right type of passive components for the application under consideration; e.g. they learn about carbon-composition resistors, wire-wound resistors, metal-film resistors, carbon-film resistors, thin and thick-film resistors. Students are made aware of noise in electrical systems. They learn to choose components that result in low noise systems. The author thankfully acknowledges the valuable comments received from referees and support received from ORU administration to carry out this work References 1) Meiksin, Z.H. and Thackray C. P, "Electronic Design with Off-the-shelf integrated circuits", 2) 3) 4) 5) 6) 7) 8) Prentice-Hall, 1987. Stanley D William, "Operational Amplifiers With Linear Integrated Circuits", Merrill, 1996. Palnitkar Samir, "Verilog HDL", Prentice-Hall, 1996. "Semiconductor Data Book", Lattice Corp., 1996. "PCBoards Users Manual", MicroSim Corp. "Autorouter Users Manual", MicroSim Corp.. "CUPL, Universal Compiler for Programmable Logic", Logical Devices Inc., 1983. "Design Lab Users Manual", MicroSim Corp.
Find millions of documents on Course Hero - Study Guides, Lecture Notes, Reference Materials, Practice Exams and more. Course Hero has millions of course specific materials providing students with the best way to expand their education.

Below is a small sample set of documents:

Bina Nusantara University - DDDD - h0322
54321VCCC116x2 Text LCD0.1 uF101112131415161721VCCVCCCCH03CLKCH119ALE/PROGP1.0/T2P1.1/T2-EXP1.2P1.3XTAL218EA/VPP311R21RST8D21310KP1.7/SCK161514131211109876543VCCVDDGNDJ111.0592 MHz C230 pF
Bina Nusantara University - DDDD - h0322
Daftar Mata Kuliah Yang Tidak DibukaTetapi Dapat Mengikuti Kode Mata Kuliah Berbeda Dengan Beda Bobot Sks Teori/PraktikumTetapi Dapat Mengikuti Kode Mata Kuliah Berbeda Dengan Beda Bobot Sks Teori/PraktikumUntuk Perkuliahan Semester Pendek 2010/2011No
Bina Nusantara University - DDDD - h0322
Kelas 5PE/FH - Tugas MandiriMata kuliah H0704 Communication Transmission SystemsGroup 01: OTN Evolution13010211541301039896ALDI S.BAYU P.Group 02: Opportunities for NG-Opt, Access13010120101301037474RENDY B.M.STANLEY K.Group 03: OTN Timing Asp
Bina Nusantara University - DDDD - h0322
Solution manual to Computer Organization and Architecture: Designing for Performance, 7E William StallingsSolution manual to Computer Organization andArchitecture: Designing for Performance, 7EWilliam StallingsSource: http:/sci.techarchive.net/Archive
Charles Sturt University - ENGINEERIN - 132
NONRESIDENTTRAININGCOURSESEPTEMBER 1998Navy Electricity andElectronics Training SeriesModule 1Introduction to Matter,Energy, and Direct CurrentNAVEDTRA 14173DISTRIBUTION STATEMENT A: Approved for public release; distribution is unlimited.Althoug
Université du Québec à Montréal - MAT - 2070
Society of ActuariesCasualty ActuarialSocietyCanadian Instituteof ActuariesExam MFEActuarial ModelsFinancial EconomicsSegmentFriday,May 15, 20092:00 p.m. 4:00 p.m.MFEINSTRUCTIONS TO CANDIDATES13.When the supervisor tells you to do so, break
Université du Québec à Montréal - MAT - 2070
Exam MFE/3F Spring 2009Answer KeyQuestion #Answer1E2B3B4D5E6D7D8B9E10C11C12E13A14E15C16A17A18A19D20C11. Answer: EWe have S0 = 10, = 0.05, = 0.3, r = 0.05, and h = 1. By (10.10),u = exp[(r )h + h ] = exp[(0.05
Université du Québec à Montréal - MAT - 2070
May 2007 Exam MFE Solutions1.Answer = (B)Let D = the quarterly dividend.Using formula (9.2), put-call parity adjusted for deterministic dividends, we have4.50 = 2.45 + 52.00 D e 0.01 D e 0.025 50 e 0.03 = 54.45 D ( 0.99005 + 0.97531) 50 0.970446 .R
Université du Québec à Montréal - MAT - 2070
COURSE 5MORNING SESSIONAPPLICATION OF BASIC ACTUARIAL PRINCIPLESSECTION A-WRITTEN ANSWER*BEGINNING OF EXAMINATION*COURSE 5MORNING SESSION1.(4 points)(a)Describe the coverage in a business overhead expense disability income policy.(b)You are gi
Université du Québec à Montréal - MAT - 2070
Exam C - May 2005*BEGINNING OF EXAMINATION*1.You are given:(i)A random sample of five observations from a population is:0.2(ii)0.71.11.3You use the Kolmogorov-Smirnov test for testing the null hypothesis, H 0 , that theprobability density func
Université du Québec à Montréal - MAT - 2070
Question #4Key: AThe random variable ln( S0.5 / 0.25) has a normal distribution with parameters = (0.015 0.352 / 2)(0.5) = 0.044375 2 = 0.352 (0.5) = 0.6125.The upper limit for the normal random variable is0.044375 + 1.645 0.6125 = 0.45149 .The upp
Université du Québec à Montréal - MAT - 2070
*BEGINNING OF EXAMINATION*1.For a dental policy, you are given:(i)Ground-up losses follow an exponential distribution with mean .(ii)Losses under 50 are not reported to the insurer.(iii)For each loss over 50, there is a deductible of 50 and a poli
Université du Québec à Montréal - MAT - 2070
PreliminaryExam C, Fall 2006ANSWER KEYQuestion #AnswerQuestion #Answer123456789101112131415161718EDBCADBCEDEBCABEDD1920212223242526272829303132333435BDAAEEDACCCBCABAA*BEGINNING O
Université du Québec à Montréal - MAT - 2070
FALL 2006EXAM C SOLUTIONSQuestion #1Key: EWith n + 1 = 16, we need the 0.3(16) = 4.8 and 0.65(16) = 10.4 smallest observations. They are0.2(280) + 0.8(350) = 336 and 0.6(450) + 0.4(490) = 466.The equations to solve are:220.3 = 1 and 0.65 = 1
Université du Québec à Montréal - MAT - 2070
Exam C, Fall 2005FINAL ANSWER KEYQuestion #AnswerQuestion #Answer123456789101112131415161718DAEBEEADBD and EDCCCADDA1920212223242526272829303132333435BABAEB and CCCABCDBBEAE*BEGIN
Université du Québec à Montréal - MAT - 2070
FALL 2005EXAM C SOLUTIONSQuestion #1Key: DS (300) = 3 /10 (there are three observations greater than 300)H (300) = ln[ S (300)] = ln(0.3) = 1.204 .Question #2Key: AE ( X | ) = Var ( X | ) = = v = E ( ) = ; a = Var ( ) = 2 ; k = v / a = 1/ nnZ
Université du Québec à Montréal - MAT - 2070
Exam C SolutionsSpring 2005Question #1Key: D1(1 + x) 4F(x)compare to:0.5180, 0.20.8800.2, 0.40.9230.4, 0.60.9490.6, 0.80.9640.8, 1.0The CDF is F ( x) = 1 Observation (x)0.20.70.91.11.3Maximum difference0.5180.6800.5230.3490.1
Université du Québec à Montréal - MAT - 2070
SPRING 2007EXAM MLC SOLUTIONSQuestion # 1Key: Ep70 =p70 0.95== 0.9896p71 0.962375 x dx71= e 0.107 = 0.89854 p71 = e5 p70 = 0.9896 0.8985 = 0.889Question # 2Key: BAx = / ( + ) = / ( + 0.08 ) = 0.3443 = 0.0422Ax = + 2()Var aT =2=
Université du Québec à Montréal - MAT - 2070
Exam MLC Spring 2007 FINAL ANSWER KEYQuestion # Answer Question # Answer1 2 3 4 5 6 7 8 9 10 11 12 13 14 15E B D E C A E E E C A D C * D16 17 18 19 20 21 22 23 24 25 26 27 28 29 30B D C D C B C B A B A A C A D* The exam problem was defective. Mechan
Université du Québec à Montréal - MAT - 2070
cole des sciences de la gestion UQMDpartement des sciences conomiquesECO1012 Microconomie 1PaulEns. : Paul RousselLABO #4Problme #1 Le partage du fardeau de la taxeComme nous lavons vu en classe, cest llasticit-prix de loffre et de la demande qui d
Université du Québec à Montréal - MAT - 2070
Universit des Sciences et Technologies de LilleeU.F.R. de Mathmatiques Pures et AppliqueseeBt. M2, F-59655 Villeneuve dAscq CedexaIntroduction auCalcul des ProbabilitseProbabilits ` Bac+2 et plus si anits. . .eaeCharles SUQUETDEUG MIAS 2 et
Université du Québec à Montréal - MAT - 2070
Probabilits & Statistiques L1: ExercicesDecember 28, 2008Dnombrements IExercice 1 Permutations 11. On permute les lettres du mot BAN C .(i) Nb de mots(ii) Nb de mots commenant par B2. On doit asseoir 7 personnes discernables sur 7 chaises discernab
Université du Québec à Montréal - MAT - 2070
MAT 1720 - Examen intraProfesseur: Sabin Lessard27 octobre 2008 - 15:30-17:30DIRECTIVE PDAGOGIQUE: Aucune documentation ni calculatrice.Question 1 (30 points)Une urne contient 5 boules numrotes de 1 5. On en tire 4 successivementau hasard AVEC REMIS
Université du Québec à Montréal - MAT - 2070
MAT 2070-H09PROBABILITS 1EXAMEN 1Date : Vendredi 13 fvrier 2009Nom :Prnom :Code permanentGroupe10 (Serge Alalouf)30 (Hassan Youns)INSTRUCTIONS1. Prendre grand soin de ne pas dsassembler les feuilles du prsent cahier (6 pages),qui doit tre remi
Université du Québec à Montréal - MAT - 2070
Université du Québec à Montréal - MAT - 2070
Solution Manual for:Introduction to Probability Models: Eighth Editionby Sheldon M. Ross.John L. WeatherwaxOctober 26, 2008IntroductionChapter 1: Introduction to Probability TheoryChapter 1: ExercisesExercise 8 (Bonferronis inequality)From the in
Université du Québec à Montréal - MAT - 2070
CHAPITRE 1Rappels sur le calcul direntiel ` une variable.eaCest ` Wilhelm Gottfried Leibnitz (1646 1716) et ` Isaac Newton (1642 1727) que nous devonsaalinvention du calcul direntiel et intgral. Dj` depuis ses dbuts, il sest avr un outil indispensa
Université du Québec à Montréal - MAT - 2070
CHAPITRE 2Fonctions de plusieurs variables relles, drives partielles.eeeTr`s souvent les fonctions rencontres sont dpendantes non pas dune seule variable, mais plutt deeeeoplusieurs. Par exemple, si nous frappons sur la membrane dun tambour, elle
Université du Québec à Montréal - MAT - 2070
CHAPITRE 3Continuit.eCe chapitre sera bref. Nous y dcrirons la notion de continuit pour les fonctions de plusieurs variables.eeBeaucoup de rsultats sur les fonctions de plusieurs variables ne sont vris quavec lhypoth`se que celleseeeeci et leurs
Université du Québec à Montréal - MAT - 2070
CHAPITRE 4Approximation linaire, le gradient et les drives directionnelles.eeeSoit y = f (x), une fonction relle dune seule variable. La drive de f au point x = c esteeedydx=cdfdx= limch0f (c + h) f (c)het ceci peut tre rcriteey =dy
Université du Québec à Montréal - MAT - 2070
CHAPITRE 5R`gle de chaines et galit des drives partielles mixtes.eeeeeNous allons premi`rement noncer la r`gle de chaines pour une fonction f (u, v ) de deux variables u, veeeelles-mmes fonction de deux autres variables x, y .eeProposition 5.
Université du Québec à Montréal - MAT - 2070
CHAPITRE 6Maximums et minimums relatifs, optimisation.Nous allons initialement considrer dans ce chapitre que des fonctions de deux variables pour loptimisa etion sans contrainte. Cependant la thorie peut tre prsente dans un cadre plus gnral, mais alor
Université du Québec à Montréal - MAT - 2070
CHAPITRE 7Rappel sur lintgrale simple.eLes prochains chapitres traiteront de lintgration. Dans un premier temps, nous rappellerons ce questelintgrale simple (lintgration pour les fonctions dune seule variable relle), ainsi que le thor`me fondaeeee
Université du Québec à Montréal - MAT - 2070
CHAPITRE 8Intgrales doubles.eDans ce chapitre, nous dnirons lintgrale double dune fonction f (x, y ) sur une rgion borne du planeeeeet nous prsenterons quelques-unes de ces proprits. Ensuite nous verrons comment calculer ces intgraleseeeeau mo
Université du Québec à Montréal - MAT - 2070
CHAPITRE 9Intgrales triples.eDans ce chapitre, nous dnirons lintgrale triple dune fonction f (x, y, z ) sur une rgion borne de R3eeeeet nous prsenterons quelques-unes de ces proprits. Ensuite nous verrons comment calculer ces intgraleseeeeau m
Université du Québec à Montréal - MAT - 2070
CHAPITRE 10Jacobien, changement de coordonnes.eDans ce chapitre, nous allons premi`rement rappeler la dnition du dterminant dune matrice. Nouseeenous limiterons au cas des matrices dordre 2 2 et 3 3, bien que les rsultats noncs sont vrais dans une
Université du Québec à Montréal - MAT - 2070
CHAPITRE 11Applications de lintgrale multiple.eCe chapitre sera tr`s bref. Il existe un grand nombre dapplications de lintgrale multiple. Il sut deeepenser aux notions desprance et de variance en probabilits ou encore des quations intgrales. Beaucou
Université du Québec à Montréal - MAT - 2070
CHAPITRE 12Intgrales impropres, fonctions gamma et bta et transforme de Laplace.eeeDans ce chapitre, nous revenons aux intgrales simples, mais cette fois soit lintervalle dintgration, soiteela fonction ` intgrer, soit les deux ne sont pas borns. T
LSU - ISDS - 3115
CHAPTER 1: OPERATIONS AND PRODUCTIVITYTRUE/FALSE1. Some of the operations-related activities of Hard Rock Caf include designing meals and analyzing them for ingredient cost and labor requirements. True (Global company profile, easy) The production proce
RIT - PHY - 303
PHY 313 FA10QUIZ #01Dr. VivName:-<extra credit question>-<extra credit question>
RIT - PHY - 303
RIT - PHY - 303
PHY 313 Fall 2010Dr. VivQUIZ#02Name:<extra credit question 1><extra credit question 2>
RIT - PHY - 303
RIT - PHY - 303
PHY 313 FA 10Dr. VivQUIZ # 03Name:----<extra credit question #1><extra credit question #2>
RIT - PHY - 303
RIT - PHY - 303
PHY 313 FA 2010Dr. VivQUIZ #4Name:----<extra credit question #1>-<extra credit question #2>-
RIT - PHY - 303
RIT - PHY - 303
PHY 313 Fall 2010 Dr. VivQUIZ#05Name:----
RIT - PHY - 303
RIT - PHY - 303
PHY 313 FALL 2010Dr. VivsQUIZ#6Name:------
RIT - PHY - 303
RIT - PHY - 303
PHY 313 FALL 2010 Dr. Vivs QUIZ #7Name:-------
RIT - PHY - 303
RIT - PHY - 303
PHY 313 Fall 2010Dr. Vivs QUIZ #8Name:----
RIT - PHY - 303
RIT - PHY - 303
PHY 313 FA 2009Dr. VivsQUIZ # 9Name:-------
RIT - PHY - 303
RIT - PHY - 303
PHY 313 Fall 2010Dr. VivsQUIZ#10Name:------
RIT - PHY - 303
Kettering - MECH - 115
00 introductionmy expectationsyour expectationsgradingon-line quizzeswhat I expect from you: active learningbefore classread chapter before we beginwarm-up quiz (on-line) on reading*during classthink/pair/share quizzes*be prepared with question
Kettering - MECH - 115
01 Motiondiagramsuse movie to studymotionfixed time betweenframesdon't pan the camera!usually 1/30th of a secstrobe pictures arefasterfaster objectshave greater positionchange between framesWhich car is going faster, A or B? Assume there are