EMLAB 1 16. Two-port networks. EMLAB 2 In cases of very complex circuits, observe the terminal voltage and current variations, from which simple equivalent.

Slides:

Advertisements

Similar presentations

Norton’s Theorem Statement: Norton’s Theorem states that “Any two terminal linear circuit containing a large number of voltage and/or current sources.

Advertisements

Impedance and Admittance. Objective of Lecture Demonstrate how to apply Thévenin and Norton transformations to simplify circuits that contain one or more.

Discussion D2.5 Sections 2-9, 2-11

The University of Tennessee Electrical and Computer Engineering

TWO-PORT NETWORKS In many situations one is not interested in the internal organization of a network. A description relating input and output variables.

Circuits II EE221 Unit 8 Instructor: Kevin D. Donohue 2 Port Networks –Impedance/Admittance, Transmission, and Hybird Parameters.

Two-port networks Review of one ports Various two-port descriptions

CHAPTER 6 TWO PORT NETWORKS.

Chapter 9 – Network Theorems

ECE201 Lect-131 Thévenin's Theorem (5.3, 8.8) Dr. Holbert March 8, 2006.

ECE 2006 Lecture for Chapter 5 S.Norr. Circuit Theory Linearity Superposition Source Transformation Thevenin and Norton Transformation Maximum Power Transfer.

Circuit Analysis III Section 06.

Fundamentals of Electric Circuits Chapter 19 Copyright © The McGraw-Hill Companies, Inc. Permission required for reproduction or display.

ADDITIONAL ANALYSIS TECHNIQUES LEARNING GOALS REVIEW LINEARITY The property has two equivalent definitions. We show and application of homogeneity APPLY.

Lecture 111 Thévenin's Theorem (4.3) Prof. Phillips February 24, 2003.

Lect7EEE 2021 Thévenin's and Norton’s Theorems Dr. Holbert February 6, 2008.

ECE201 Exam #2 Review1 Exam #2 Review Dr. Holbert March 27, 2006.

ECE 3183 – EE Systems Chapter 2 – Part A Parallel, Series and General Resistive Circuits.

Lesson 23 AC Source Tx AC Thèvenin

THEVENIN-NORTON THEOREM

Electrical Systems 100 Lecture 3 (Network Theorems) Dr Kelvin.

Lecture 27 Review Phasor voltage-current relations for circuit elements Impedance and admittance Steady-state sinusoidal analysis Examples Related educational.

ADDITIONAL ANALYSIS TECHNIQUES DEVELOP THEVENIN’S AND NORTON’S THEOREMS These are two very powerful analysis tools that allow us to focus on parts of a.

Circuit Analysis. Circuit Analysis using Series/Parallel Equivalents 1.Begin by locating a combination of resistances that are in series or parallel.

Chapter 18 Two-port Networks.

EMLAB 1 Chapter 5. Additional analysis techniques.

Anuroop Gaddam. An ideal voltage source plots a vertical line on the VI characteristic as shown for the ideal 6.0 V source. Actual voltage sources include.

1 ECE 3144 Lecture 22 Dr. Rose Q. Hu Electrical and Computer Engineering Department Mississippi State University.

EE212 Passive AC Circuits Lecture Notes 2a EE 212.

전자회로 개요 기초 이론 Diode Transistor (MOSFET, BJT) 전자회로 1

EE 221 Review 2 Nodal and Mesh Analysis Superposition Source transformation Thevenin and Norton equivalent Operational Amplifier.

Dr. Mustafa Kemal Uyguroğlu

EMLAB 1 회로 이론 (2014). EMLAB 2 Review of circuit theory I 1.Linear system 2.Kirchhoff’s law 3.Nodal & loop analysis 4.Superposition 5.Thevenin’s and Norton’s.

Block A Unit 3 outline One port network Two port network

Fundamentals of Electric Circuits Chapter 19

TWO PORT NETWORKS.

1 Module 9 - Thévenin and Norton Equivalent Circuits In this module, we’ll learn about an important property of resistive circuits called Thévenin Equivalence.

TWO-PORT NETWORKS.

These are some of the most powerful analysis results to be discussed. They permit to hide information that is not relevant and concentrate in what is important.

SMALL-SIGNAL HYBRID-Π EQUIVALENT CIRCUIT. Content BJT – Small Signal Amplifier BJT complete Hybrid equivalent circuit BJT approximate Hybrid model Objectives.

1 Summary of Circuits Theory. 2 Voltage and Current Sources Ideal Voltage Source It provides an output voltage v s which is independent of the current.

Lecture - 10 Two port circuits

1 ECE 3144 Lecture 32 Dr. Rose Q. Hu Electrical and Computer Engineering Department Mississippi State University.

EKT 441 MICROWAVE COMMUNICATIONS CHAPTER 3: MICROWAVE NETWORK ANALYSIS (PART 1)

ABE425 Engineering Measurement Systems Circuit Analysis Dr. Tony E. Grift Dept. of Agricultural & Biological Engineering University of Illinois.

SOURCE TRANSFORMATION

Additivity and Multiplicativity Theorem: (Additivity) Consider a circuit with linear resistors and independent sources. Group 1 Group 2 Solve the circuit.

1. Using superposition, find the current I through the 10 resistor for the network CLASS ASSIGNMENT SUPERPOSITION THEOREM.

Circuit Theorems 1.  Introduction  Linearity property  Superposition  Source transformations  Thevenin’s theorem  Norton’s theorem  Maximum power.

1 TWO PORT NETWORKS CHAPTER 6. 2 OBJECTIVES To understand about two – port networks and its functions. To understand the different between z- parameter,

(COMPLEX) ADMITTANCE.

Two-Port Networks-1 D.C. Kulshreshtha मंगलवार, 23 जनवरी 2018

Lecture 10 Signals and systems Linear systems and superposition

Generating Circuit Equations

Thevenin Theorem Any combination of batteries and resistances with two terminals can be replaced by a single voltage source e and a single series resistor.

Two-Port Network Parameters

EKT 356 MICROWAVE COMMUNICATIONS

ECE 3301 General Electrical Engineering

Alexander-Sadiku Fundamentals of Electric Circuits

Two-port networks Adam Wąż

ADDITIONAL ANALYSIS TECHNIQUES

Two-Port Networks Equivalent Circuits

NETWORK FILTERS AND TRANSMISSION LINE.

Thevenin and Norton Equivalents

The Theorems we will look at are:

Thévenin’s Theorem.

SABIKA FATIMA EEE NETWORK THEORY B.TECH II YR I SEM

ADDITIONAL ANALYSIS TECHNIQUES

Two-Port Networks-2 D.C. Kulshreshtha रविवार, 8 दिसम्बर 2019

Presentation transcript:

EMLAB Two-port networks

EMLAB 2 In cases of very complex circuits, observe the terminal voltage and current variations, from which simple equivalent circuit can be constructed.

EMLAB a b a b Single port network 1.To find B, measure voltage with i=0. (open circuit voltage) 2.To find A, measure the variation of v with i changing. (impedance) 1.To find D, measure current with v=0. (short circuit current) 2.To find C, measure the variation of i with v changing. (admittance) Thevenin’s and Norton’s theorem S V V R S I I R

EMLAB 4 Two port network Admittance parameters The network contains NO independent sources Admittance parameter

EMLAB 5 The computation of the parameters follows directly from the definition Measurement of Y-parameters 

EMLAB 6 Example 16.1 Find the admittance parameters for the network Next we show one use of this model

EMLAB 7 An application of the admittance parameters The model plus the conditions at the ports are sufficient to determine the other variables. Determine the current through the 4 Ohm resistor

EMLAB Impedance parameters

EMLAB 9 Find the Z parameters Write the loop equations rearranging Example 16.2

EMLAB 10 Use the Z parameters to find the current through the 4 Ohm resistor Output port constraint Input port constraint

EMLAB hybrid parameter  

EMLAB 12 Find the hybrid parameters for this circuit Non-inverting amplifier Equivalent linear circuit Example 16.3

EMLAB Transmission parameter

EMLAB Cascade of networks

EMLAB 15 Determine the transmission parameters Example 16.4

EMLAB 16 Cascade of networks

EMLAB 17 Interconnections permit the description of complex systems in terms of simpler components or subsystems The basic interconnections to be considered are: parallel, series and cascade PARALLEL: Voltages are the same. Current of interconnection is the sum of currents CASCADE: Output of first subsystem acts as input for the second The rules used to derive models for interconnection assume that each subsystem behaves in the same manner before and after the interconnection 16.6 Interconnection of two ports SERIES: Currents are the same. Voltage of interconnection is the sum of voltages

EMLAB 18 Find the Y parameters for the network Example 16.5

EMLAB 19 Given the demand at the receiving end, determine the conditions on the sending end Transmission parameters are best suited for this application In the next slide we show how to determine the transmission parameters for the line. Here we assume them known and use them for analysis Power factor angle Example 16.8

EMLAB 20 Determining the transmission parameters for the line