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Cursus: 201200098
201200098
Electronics
Cursus informatie
Cursus201200098
Studiepunten (ECTS)15
CursustypeModule
VoertaalEngels
Contactpersoondr.ir. A.J. Annema
E-maila.j.annema@utwente.nl
Docenten
VorigeVolgende 5
Docent
dr. H.F.M. Aarts
Docent
drs. A. Al-Dhahir
Docent
dr.ir. A.J. Annema
Contactpersoon van de cursus
dr.ir. A.J. Annema
Docent
dr. W. Kern
Collegejaar2016
Aanvangsblok
2A
AanmeldingsprocedureZelf aanmelden via OSIRIS Student
Inschrijven via OSIRISJa
Leerdoelen
For the electronics part, after this module the student should be able to:
  • Know how to model a diode and analyze circuits using the large signal behavior of diodes, rectifiers, clamping circuits and voltage multipliers.
  • Know how to bias a BJT and a MOSFET and understand the limitations of the different bias circuits with respect to variations in temperature and component properties.
  • Know the small signal equivalent circuit of a diode, BJT and MOSFET.
  • Be able to transform a transistor circuit to its small signal equivalent form, analyze its behavior and make a bode plot of small signal properties like gain and in- and output impedances.
  • Know the basic one transistor stages and their gain and input- and output impedances, and use this knowledge to choose and combine appropriate stages.
  • Know and be able to analyze the effect of feedback on circuit properties like gain, bandwidth, distortion, input impedance and output impedance.
  • Be able to analyze the stability of feedback circuits by Nyquist plots and bode plots of the loop gain.
  • Understand the workings of an oscillator and determine its oscillation criteria.
  • Know and be able to analyze the various building blocks inside an opamp like differential pair, current mirror and amplifier stages.
  • Know the basic workings of an antenna and be able to match it to a circuit.
  • Be able to design, simulate, build and measure circuits with transistors and opamps according to a given set of specifications.
  • Work in a scientific way by comparing calculations, simulations and measurements
Mathematics C1 Cayley : Educational Targets
The student is able to:
1. work with systems of linear equations, vectors, matrices, subspaces of Rn and explain the connections between these concepts
- determine an echelon form and the reduced echelon form of a matrix
- write a linear system in the form Ax = b
- determine if a linear system is (in)consistent
- determine the solution set of a linear system
- perform operations with vectors and matrices (addition, scalar multiplication, multiplication, transpose, linear combinations
- apply properties of operations with vectors and matrices
- de ne the concept of inverse of a matrix
- apply properties of an invertible matrix
- calculate the inverse of a regular matrix
- characterize an invertible matrix in terms of its echelon form, its columns (rows), linear systems
- interrelate the solution sets of Ax = b and Ax = 0
- examine the linear (in)dependency of a set of vectors
- explain the concepts of subspace and basis
- determine (a basis for) a subspace (e.g. column space, null space of a matrix)
- compute coordinate vectors w.r.t. a basis
- determine the dimension of a subspace
2. work with determinants, eigenvalues, eigenvectors, linear transformations and connect them with the previous concepts
- explain the concept of determinant of a matrix
- compute the determinant of a matrix using cofactor expansion
- apply properties of determinants (w.r.t. row- and column operations and multiplication)
- characterize an invertible matrix in terms of its determinant
- calculate the area of a parallelogram or volume of a parallelepiped using determinants
- explain the concepts of eigenvalue and eigenvector of a matrix
- compute the eigenvalues and eigenvectors of a matrix, using the characteristic equation
- determine if a matrix is diagonalizable
- write a diagonalizable matrix as A = PDP��1
- explain the concept of linear transformation (domain, codomain, images)
- calculate the standard matrix of a linear transformation
- examine properties of linear transformations (one-to-one, onto)
Inhoud
The content of this module is twofold. The larger part of this module is dedicated to electronics, and builds upon the knowledge obtained in the previous 2 modules. This electronics part starts with an introduction into modeling of non-linear components and an introduction into semiconductor physics of diodes, bipolar transistors and MOS transistors. This is subsequently used for analysis and synthesis of basic analog circuits. These analog circuits are then extended into systems with feedback to create well-behaved stable circuits and well-behaved oscillators. The last part of the module presents an introduction into (radio frequency) transmitter systems, more complex analog circuits and digital electronics. The material is presented in the form of lectures/exercise classes and labs/projects. The final project of this module is the design, realisation and characterization of an RF-transmit-receiver system to transmit audio wirelessly. The mathematics part of this module deals with solving sets of linear equations. This mathematics part introduces matrices, vectors and transformations. Some relevant properties of vectors and matrices that will be discussed in detail include (in)dependent vectors, the base, the dimension and the determinant. Linear Algebra is useful for implementing nodal and mesh circuit analysis methods and digital signal processing algorithms: this mathematics part of module 3 extends Electric Circuits in module 2.
Voorkennis
Prerequisite knowledge: Module 1 (IEEE 201200096) en Module 2 (Electric Circuits 201200097)
DEELNEMENDE OPLEIDING
B-EE
Verplicht materiaal
Reader
Reader Module 3 - Electronics (available via blackboard) / Reader Module 3 - Math (availability tbd)
Handleiding
Lab/project manual available via blackboard
Studiemateriaal
Lecture sheets available on blackboard
Studiemateriaal
Supplementary material on blackboard
Dictaat
"Mathematics C1: Cayley", van A.A. Stoorvogel.
Aanbevolen materiaal
-
Werkvormen
Colstructie

Hoorcollege

Practicum

Project

Werkcollege

Zelfstudie

Toetsen
Mathematics C1

Opmerking
see blackboard for more information

Electronics

Opmerking
see blackboard for more information

Project

Opmerking
see blackboard for more information

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