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.
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:
University of Toronto - ECE - APS112
ProjectModule CProjectPhil Anderson, P.Eng. PhD LP374D p.anderson@utoronto.caManagementManagementModule C ScheduleIntroduction Nomenclature / Definitions Work Breakdown Structure and WBS Software Project Management Software Low Level Mana
University of Toronto - ECE - ECE106
Feb 7, 2006, ECE106Objects with pointersStruct _time{ Int hour, minute, second; }; Class Time{ Private: Struct _time* tt; Public: . }; /constructor { tt=new struct _time; . } /destructor { Delete tt; }Time Time:operator=(Time t){ This->tt->hour=t
UCLA - BENG - 10
Marcia Andriani Bioengineering 104/17/2008 Scientific Article SummaryTen Year Follow-up of Laser In Situ Keratomileusis for High Myopia. Authors: Jorge L. Ali, Orkun Muftuoglu, Dolores Ortiz, Juan Jose Prez-Santonja, Alberto Artola, Maria Jose Ay
University of Toronto - ECE - ECE106
Jan 29, 2006 ECE106Classes/ObjectsClass DayofYear { /DayofYear.h Int day; Int month; Void setDay(int D); Void setMonth(int M); Void print(); Void copy(DayofYear other); }; DayofYear FirstofJuly; DayofYear Christmas; FIrstofJuly.day=1; FirstofJuly.
University of Toronto - ECE - ECE106
Jan 30, 2006, ECE106Classes/Objects/Definition dayofyear.h /-class DayofYear{ private: int day; int month; public: void setDay(int d); void setMonth(int m); void print(); void copy(DayofYear other); }; /--/Implementation dayofyear.cc /-#include "
University of Toronto - ECE - ECE106
Jan 22, 2006 ECE106Pointers, ScopeStruct node * p P=head While(p!=NULL){ Cout<p->d;<endl; P=p->next; }Int a[10]; *a a[0] *(a+i) a[i]Int n; Cin>n; Int *a; A=new int[n]; Delete []a;
University of Toronto - ECE - ECE106
Jan 17, 2006, ECE106PointersInt x; Int *p; Double *q; Struct node{ Int id; Struct node *next; }; Struct node a; Struct node b; Struct node * pa; Struct node * pb; Pa = new struct node; Pb = new struct node; (*pa).id = 0; (*pb).id = 1; (*pa).value =
University of Toronto - ECE - ECE106
Jan 24, 2006, ECE106C+ I/OIf(cin.fail(){ Cout<"bad input"<endl; Exit(-1); }Repeat=true; While(repeat){ Cin>x; If(cin.fail(){ Cout<"Bad input, try again"<endl; Cin.clear(); Cin.ignore(1000,'\n'); } else Repeat=false; }Moreinput = true; While(mor
University of Toronto - ECE - ECE106
Feb 12, 2007, ECE106Public: Const Time operator+(time x) const;A reference variable is another name for a previously defined variable. Syntax: Type & reference-name = previously-defined-variable; Ex: Int & rx = x; X=5; Rx=3; Cout<rx<endl;/3 X=8;
University of Toronto - ECE - ECE106
Jan 31, 2006, ECE106Constructors/DestructorsClass DayofYear{ Private: Int day; Int month; Public: DayofYear(); /constructor (default) DayofYear(int d, int m);/constructor ~DayofYear();/ destructor Void setDay(int); Void setMonth(int); Void print();
University of Toronto - ECE - APS112
Critical Path: The string of tasks that, because of their dependencies, dictate the minimum time for completion of the project. Concepts: Milestones Leveling Tasks/Subtasks Critical Path Over-allocation Slack Availability Predecessor Resource Utility
University of Toronto - ECE - APS112
Hope it works todayCreative DesignGenerating good concepts for solving the design problem.Design effort is rewarded!Conceptual Complexity spend time here Implementation Complexity optimize this."There is always a better way!"Approaching a D
University of Toronto - ECE - APS112
Design for Appeal: Industrial DesignDefinition "design" or "industrial design" means features of shape, configuration, pattern or ornament and any combination of those features that, in a finished article, appeal to and are judged solely by the ey
University of Toronto - ECE - APS112
Design for Reliability, Serviceability, QualityRAMS: Reliability, availability, maintainability, and safetyintegrity.Reliability Engineering "Reliability is a measure of a the capability of a part or a system to operate without failure in the ser
University of Toronto - ECE - APS112
aps sucks ballsCommunication Lecture 2APS 112 Engineering Strategies and PracticeCredible StatementsMake an assertion Explain the assertion Give evidence to supportThree Kinds of EvidenceData Scientific Research Research1What is Critica
University of Toronto - ECE - APS112
dfgsdfgsgCommunication Lecture 4APS 112 Engineering Strategies and PracticeRevision IssuesApplying Critical Thinking to the PD/PMP Professionalism versus conversational language Paragraph structure Team problems QuizThere is no correct answe
University of Toronto - ECE - APS112
fsdfsfdsfCommunication Lecture 3APS 112 Engineering Strategies and PracticeProblem Definition and Project Management PlanCover page Executive Summary Problem Definition (background) - Problem Statement - Identification of Stakeholders - Functi
University of Toronto - ECE - APS112
7-Minute Extemporaneous Prepared TalkAPS 112 Engineering Strategies and PracticeLiteracy is power. - Augusto BoalPlan for you're talk:- plan - practise - perform with purpose in mind7-Minute Extemporaneous Prepared Talk- all points thought o
University of Toronto - ECE - APS112
Embodiment and Final DesignTurning conceptual ideas into working designs The conceptual design part is the "fun" part. There is often a lot of hard work needed to implement the conceptual designTaken from ESP Text, G.E.Dieter1Embodiment Des
University of Toronto - ECE - APS112
Engineering EstimationWhy do we need to estimate? Estimates within an order of magnitude allow us to quickly check the feasibility of a conceptual design. Estimates allow us to check that assumptions and "facts" are reasonable. Estimation allows
University of Toronto - ECE - APS112
Materials SelectionMaterials selection Failure of design is often related to failure of the materials to perform intended function. Designer must select materials from the thousands available. Designer must anticipate all aspects of the service
University of Toronto - ECE - APS112
Engineering Strategies and Practice II APS 112 Mr. Hugh McAlindon, Prof. Phil Anderson Mr. Peter Woodhouse Module C Coordinator Course Coordinators Prof. Peter Weiss Communication Coordinator Prof. Mark Kortschot Module D CoordinatorCourse Over
University of Toronto - ECE - APS112
Getting Started: Gathering Background Information and Preparing a Design Spec. Reading Assignment: ESP Text Chapter 4Taken from ESP Text, G.E.Dieter1First objective is to produce a Design Specification or Problem Definition Statement - PDS "Co
University of Toronto - ECE - APS112
Cognitive Engineering Laboratory".so that it will never happen again."Human Factors, System Failures, and FratricideProf. Greg A. JamiesonMechanical & Industrial EngineeringCognitive Engineering LaboratoryFratricide An deliberate or accide
University of Toronto - ECE - ECE106
Jan 15, 2006 ECE106MakeMain.cc Squared.h Squarerooth Squared.cc Squareroot.cc 1. 2. 3. 4. Figure out commands Figure out what commands when a file changes Express this in a file: Makefile %makeMain.exeMain.osquared.osquareroot.oMain.cc
University of Toronto - ECE - ECE106
Feb 6, 2006, ECE106Struct _time{ Int hour, minute, second; }; Class Time{ Private: Struct _time* tt Public: . /remains the same . Void AddtoTime(int, int, int); };Time:Time(){ tt=new struct _time; tt->hour=0; tt->minute=0; tt->second=0; } Time:~Ti
University of Toronto - ECE - APS105
Linked Lists 2 Void clearList(ListNode *&head) { listNode *previous = NULL; listNode *current = head; while (current!=NULL){ previous=current; current = current -> next; delete previous; } head=NULL; }void deleteFirst(ListNode *&head, int key) { Li
University of Toronto - ECE - APS112
Today's TopicsSelf-management Managing a small teamWhere does Project Management Happen?PM = Project ManagementPM Initiation Technical Design Technical Execution Technical Closure PM Closure PM Planning PM Controlimportant interactionsModule
University of Toronto - ECE - APS112
Module C Project ManagementOngoing Management #1 Management at the Low LevelWhere does Project Management Happen?PM = Project ManagementPM Initiation Technical Design Technical Execution Technical Closure PM Closure PM Planning PM Controlimp
University of Toronto - ECE - APS112
Vol 438|15 December 2005SPECIAL REPORTInternet encyclopaedias go head to headJimmy Wales' Wikipedia comes close to Britannica in terms of the accuracy of its science entries, a Nature investigation finds.ne of the extraordinary stories of the
University of Toronto - ECE - APS105
Int main(int argc, char *argv[]) /argv array if c-strings { /command line parameters cout<"argc = "<argc<endl; for(int I =0; I<argc; I+) cout<"argv["<I<"]="<ergv[I]<endl; return 0; }$./lab6.c James Tom argc=3 argv[0]=./lab6 argv[1]=James argv[2]=T
University of Toronto - ECE - ECE221
Linked Lists http:/www.eecg.toronto.edu/~/maclean/ simpleList.c
University of Toronto - ECE - APS105
Fibonacci sequence Int fib(int n) { if(n=1|n=2) return 1; else return fib(n-1)+fib(n-2); } Fibonacci iterative Int fib(int n) { if(n=1|n=2) return 1; else{ int f1=1, f2=2, fnew; for(int I<3, I<=n; I+){ fnew=f1+f2; f2=f1; f1=fnew; } return fnew; } }
University of Toronto - ECE - APS105
Recursive binary search Int brSearch(const int arr[], const int start, const int end, const int key) { int result=-1; if(start<=end) { int middle=(start+end)/2; if(arr[middle]=key) result=middle; else if(arr[middle]>key) result=brSearch(arr,start,mid
University of Toronto - ECE - APS105
Binary search Int bSearch(const int arr[], const int size, const int value) { assert(size>=0); int index=-1 int first=0; int last = size-1; while (first<=last &index=-1); { int middle=(first+last)/2; if(arr[middle]=value)index=middle; else if (arr[mi
University of Toronto - ECE - ECE221
POINTERS What is a pointer? -a memory address of some variable -most often stored in variables named "pointer variables" -pointer variables are declared as follows: <type> *<identifier>; int *p1; /pointer to an integer variable double *p2; /pointer t
University of Toronto - ECE - APS105
STRUCTURES -sometimes need to keep data of different types together -assigning, pass to funct, array elements -can use a structure (structs) struct <structID> { <type1> <ident1>; <type2> <ident2>; . <typeN> <identN>; }; struct Employee { char lastNam
University of Toronto - ECE - APS105
Stacks, Queues, Insertion Sort -both special cases of lists -stacks defined as doing insertions and deletions only at one end of the list (head or tail) and never in the middle -queues do insertions at one end and deletions at the other Stacks Head("
University of Toronto - ECE - APS105
Dynamic Arrays Int a[20]; Int *p = &a[5]; Cout<p-a<endl; /prints 5 Int m[5][6] = {.}; For(int I=0; I<5;I+){ For(int j=0;j<6;j+) Cout<*(*(m+I)+j)<" "; /same as m[I][j] Cout<endl; }Dynamic Arrays Int *parr = new int[10];/any integer expression>=0, ca
University of Toronto - ECE - ECE221
pFECE221H1S - ELECTRIC AND MAGI{ETIC FIELDS Eonv Lncrunn #33: TRANsFoRMxns,c,ND CIIRRENTSKey ldeas: a) lf two coilsare placedarounda commonmagneticcore,the magneticflux due to one coilwill inducean emf in the other coil. Thisisa transformer. cond
University of Florida - PHZ - 3113
13Definite integralsLaurent series:Read: Boas Ch. 14. 13.1Def.: Laurent series (LS). If f (z) is analytic in a region R, then f (z) =n=0an (z - z0 ) +n=1nbn (z - z0 )n(1)converges in R, with an = 1 2i f (z)dz (z - z0 )n+1 ; bn =
Winona - BIOL - 211
Chapter 1: Major Themes on Anatomy and Physiology I. The Scope of Anatomy and PhysiologyAnatomy The study of Form.Anatomy is the study of structure, often done by dissection of cadavers. Different levels of anatomy include gross anatomy, microsc
Winona - BIOL - 211
The Peripheral Nervous System And ReflexesGeneral Anatomy of the Peripheral Nervous System A. Subdivisions of the peripheral Nervous system 1. The sensory (afferent) division carries sensory signals by way of afferent nerve fibers from receptors in
Winona - BIOL - 211
Chapter 7: Bone TissueTissues and Organs of the Skeletal System. Functions of the Skeleton 1. The skeleton functions in support, protection, movement, blood formation, electrolyte balance, acid-base balance, and detoxification of the body. Bones and
Winona - BIOL - 211
Chapter 12, NERVOUS TISSUEOverview of the Nervous System A. Fundamental Types and Properties of Neurons 1. There are three general classes of neurons, which correspond to the three major aspects of nervous system function. a. Sensory (afferent) neur
University of Florida - PHZ - 3113
12Analytic functionsAnalytic functions of a complex variableRead: Boas Ch. 14. 12.1Def.: A function f (z) is analytic at z if it has a derivative there f (z) = lim f (z + z) - f (z) z0 z (1)which exists and is independent of the path by whic
University of Florida - PHZ - 3113
44.1Multiple integrals; vectorsMultiple integralsLet's review this subject by doing various examples of integrating a function f (x, y) over a region of 2-space: Ex. 1: 4 0I=regiony xdydx = dx x0x4y dy =0dx1 32 x x= 2 5
University of Florida - PHZ - 3113
22.1Differential calculusAsymptotics of functions: blackbody radiationOne of the hardest things to teach students is how to have a qualitative feel for the important aspects of different functions. The first thing to always do when you are stud
University of Florida - PHZ - 3113
55.1Vector and scalar fieldsscalar fieldsA "scalar field" is a fancy name for a function of space, i.e. it associates a real number with every position in some space, e.g. in 3D = (x, y, z). We've already encountered examples without calling t
University of Florida - PHY - 3063
PHY3063R. D. FieldThe Scope of PHY3063Physics: To devise concepts and laws that can help us to understand the universe (i.e. nature)!speed cseed of light in vacuum Relativistic Quantum PhysicsRelativity PhysicsPHY3063?Quantum PhysicsPH
University of Florida - PHY - 3063
PHY3063R. D. FieldIn Search of a Missing Fundamental ConstantIn the theory of relativity the constant c plays a fundamental role: = v/c < 1 (non-relativistic "classical" physics holds) = v/c 1 (must use relativity) Question: Does an analogous
University of Florida - PHY - 3063
PHY3063R. D. FieldRelativistic Energy and Momentum (Summary)Relativistic Energy: The total relativistic energy is the sum of the kinetic energy (energy of motion) plus the rest mass energy (RME = m0c2). 2 0 Also, the relativistic energy is equal
University of Florida - PHY - 3063
PHY3063R. D. FieldHow Do We Interpret Pilot Waves?Probabilistic Interpretation: In 1926 Max Born suggested that we interpret the "pilot waves" as "probability amplitudes" called "wave functions" where r ( r , t ) = "probability amplitude" and r
University of Florida - PHZ - 3113
66.1Div, grad curl and all thatFundamental theorems for gradient, divergence, and curlFigure 1: Fundamental theorem of calculus relates df /dx over[a, b] and f (a), f (b).You will recall the fundamental theorem of calculus saysb adf (x) dx
University of Florida - PHZ - 3113
11.1Introduction/SeriesWhy this course existsPHZ3113 was created in the early 1990s in the department of physics as part of a general revamping of the undergraduate physics curriculum. The perception of many faculty at that time was that more a
University of Florida - PHY - 3063
PHY3063R. D. FieldDe Broglie's Pilot WavesBohr's Model of the Hydrogen Atom: One way to arrive at Bohr's hypothesis is to think of the electron not as a particle but as a standing wave at radius r around the proton. Thus,n = 2r andr=n with
University of Florida - PHY - 3063
PHY3063R. D. FieldThe Size and Lifetime of AtomsAll hydrogen atoms are the same size ( 10-10 m). Circular Motion (Classically): Assume that the proton is at rest and the electron travels in a circular orbit around the proton (i.e. assume Mp > me
University of Florida - PHY - 3063
PHY3063R. D. FieldQuantum Mechanics in Three DimensionsSchrdinger Equation: In three dimensional space we have r r d ( r , t ) H op ( r , t ) = ih dt where r r 1 2 1 2 2 2 H op = p op + V ( r ) = ( p x ) op + ( p y ) op + ( p z ) op ) + V ( r )
University of Florida - PHZ - 3113
33.1More applications of derivativesExact & inexact differentials in thermodynamicsu x u ySo far we have been discussing total or "exact" differentials du = dx +ydy,x(1)but we could imagine a more general situation du = M (x, y)dx + N
University of Florida - PHZ - 3113
9Linear algebraProperties of and operations with matrices Read: Boas Ch. 3. 9.1M N matrix with elements Aij A11 A12 A21 A22 . . . . . . A= Ai1 Ai2 . . . . . . AM 1 AM 2 Definitions:. A1j . A2j . . . . Aij . . . . AM j. A1N
University of Florida - PHZ - 3113
7Curvilinear coordinatesReview of spherical and cylindrical coords.Read: Boas sec. 5.4, 10.8, 10.9. 7.1First I'll review spherical and cylindrical coordinate systems so you can have them in mind when we discuss more general cases.7.1.1 Spheri