Microwave Engineering

Slides:



Advertisements
Similar presentations
Waves and Transmission Lines Wang C. Ng. Traveling Waves.
Advertisements

ENE 428 Microwave Engineering
Waves and Transmission Lines TechForce + Spring 2002 Externship Wang C. Ng.
Prof. Ji Chen Notes 12 Transmission Lines (Smith Chart) ECE Spring 2014.
EKT241 – ELECTROMAGNETICS THEORY
ELEC 412Lecture 51 ELEC 412 RF & Microwave Engineering Fall 2004 Lecture 5.
ENEE482-Dr. Zaki1 Impedance Matching with Lumped Elements YLYL jX 1 jB 2.
Lecture 9 Last lecture Parameter equations input impedance.
RF and Microwave Basics
Instructor: Engr. Zuneera Aziz Course: Microwave Engineering
Prof. Ji Chen Notes 13 Transmission Lines (Impedance Matching) ECE Spring 2014.
서강대학교 전자공학과 윤상원 교수 2. Smith Chart. Microwave & Millimeter-wave Lab. 2 차 례차 례 1. Smith chart ; introduction Reflection.
ENE 428 Microwave Engineering
EKT 441 MICROWAVE COMMUNICATIONS
Notes 13 ECE Microwave Engineering
ENE 490 Applied Communication Systems Lecture 3 Stub matching, single- and two-port networks DATE: 27/11/06.
Notes 8 ECE Microwave Engineering Waveguides Part 5:
Prof. David R. Jackson Dept. of ECE Fall 2013 Notes 21 ECE 6340 Intermediate EM Waves 1.
Prof. David R. Jackson Dept. of ECE Notes 3 ECE Microwave Engineering Fall 2011 Smith Chart Examples 1.
1 RS ENE 428 Microwave Engineering Lecture 5 Discontinuities and the manipulation of transmission lines problems.
Prof. David R. Jackson Dept. of ECE Notes 2 ECE Microwave Engineering Fall 2011 Smith Charts 1.
116/11/50 ENE 490 Applied Communication Systems Lecture 2 circuit matching on Smith chart.
Prof. David R. Jackson Notes 13 Transmission Lines (Impedance Matching) ECE 3317 [Chapter 6]
The Smith Chart Developed in 1939 by P. W. Smith as a graphical tool to analyze and design transmission-line circuits Today, it is used to characterize.
ENE 428 Microwave Engineering
1.  Transmission lines or T-lines are used to guide propagation of EM waves at high frequencies.  Distances between devices are separated by much larger.
Prof. David R. Jackson Dept. of ECE Notes 2 ECE Microwave Engineering Fall 2015 Smith Charts 1.
Notes 16 ECE Microwave Engineering Fall 2015 Impedance Matching Prof. David R. Jackson Dept. of ECE 1.
ELEC 401 MICROWAVE ELECTRONICS Lecture on Matching
Notes 15 ECE 6340 Intermediate EM Waves Fall 2016
COMMUNICATION ENG. PROF. A.M.ALLAM
Smith Chart & Matching Anurag Nigam.
Lecture 8 Last lecture short circuit line open circuit line
Applied EM by Ulaby, Michielssen and Ravaioli
Chapter 10. Transmission lines
Notes 12 ECE 6340 Intermediate EM Waves Fall 2016
Standing Wave Lecture 7 Voltage maximum
ELEC 401 MICROWAVE ELECTRONICS Lecture on Smith Chart
Microwave Engineering
Determining Input Impedance of given lumped circuit elements with TL segments. A lossless TL, with a characteristic impedance of ZL=100+j75Ω is shown below.
Determining Input Impedance of given lumped circuit elements with TL segments. A lossless TL, with a characteristic load impedance of ZL=100+j75Ω is shown.
ENE 429 Antenna and Transmission Lines Theory
Non-ideal property – crosstalk
Fields and Waves I Lecture 6 K. A. Connor
I made an impedance matching circuit but forgot which impedance was originally matched. Find the unknown load impedance. What is the impedance that the.
ENE 429 Antenna and Transmission lines Theory
ELEC 401 MICROWAVE ELECTRONICS Lecture on Smith Chart
Lecturer: Professor Jean-Fu Kiang
ENE 429 Antenna and Transmission lines Theory
Smith Chart Parametric Equations
Microwave Engineering
ENE 428 Microwave Engineering
Microwave Engineering
Transmission lines II 1.
IMPEDANCE MATCHING & SMITH CHART
Microwave Engineering
Notes 21 ECE 6340 Intermediate EM Waves Fall 2016
Microwave Engineering
Chapter 17 Two-Port Networks
Microwave Engineering
Microwave Engineering
Notes 12 Transmission Lines (Smith Chart)
Microwave Engineering
Notes 13 Transmission Lines (Impedance Matching)
Notes 11 Transmission Lines
Microwave Engineering
Voltage Reflection Coefficient
Chapter 5.2 Chapter 5.3 SINGLE-STUB TUNING DOUBLE-STUB TUNING
4th Week Seminar Sunryul Kim Antennas & RF Devices Lab.
ENE 428 Microwave Engineering
Presentation transcript:

Microwave Engineering ECE 5317-6351 Microwave Engineering Fall 2015 Prof. David R. Jackson Dept. of ECE Notes 3 Smith Chart Examples

Example 1 a I (-d) + V (-d) - z z = 0 z = -d Find Z(-d) ZL z = 0 I (-d) z = -d Find Z(-d) Impedance chart a  plane

Example 1 (cont.) b c I (-d) + V (-d) - z z = 0 z = -d Impedance chart ZL z = 0 I (-d) z = -d c Impedance chart  plane

Example 2 a I (-d) + V (-d) - z Find Y(-d) z = 0 z = -d ZL z = 0 I (-d) z = -d Find Y(-d) Admittance chart a  plane

Example 2 (cont.) b c I (-d) + V (-d) - z z = 0 z = -d ZL z = 0 I (-d) z = -d b c Admittance chart  plane

Þ Þ Which Chart to Use? Simple answer: * When adding elements in series use Z-chart Þ ZA ZB ZC * When adding elements in parallel use Y-chart YA YB YC Þ

Using Reactive Loads Non-absorbing load (RL = 0)  Use reactively loaded section of transmission line. most common to use open or short load: or Impedance chart Reactance V (-d) + - z ZL z = 0 I (-d) z = -d  plane

Using Reactive Loads (cont.) Susceptance Admittance chart V (-d) + - z ZL z = 0 I (-d) z = -d  plane

Example 3 Use a short-circuited section of air-filled TEM, 50  transmission line ( = k0, g =0) to create an impedance of Zin = -j25  at f = 10 GHz. Impedance chart L SC 50, k0 L = 1.28 cm  plane

Example 4 Use an open-circuited section of 75  (Y0 = 1/75 S) air-filled transmission line at f = 10 GHz to create an admittance of : Admittance chart L OC 75, k0  plane

Matching Circuit Want to pick d and Ys such that Yin = Y0. d Z0 YS ZL Zin, Yin d ZL YS YA Z0 Admittance chart Want to pick d and Ys such that Yin = Y0. Note: At d we have  plane

Matching Circuit (cont.) Zin, Yin d ZL YS YA Z0 We want Choose:  plane Admittance chart

Example 5 ZL Z0 ls Z0s d In this example we will use the “usual” Smith chart, but as an admittance calculator.

(We’ll use the first choice.) Example 5 (cont.) Admittance chart (We’ll use the first choice.) X OC SC X X  plane Smith chart scale: wavelengths toward load wavelengths toward generator

Example 5 (cont.) From the Smith chart: Analytically: Admittance chart  plane Analytically:

Quarter-Wave Transformer At f0 : For in = 0 Hence, we have

Match 100  load to 50  transmission Line at f0. Example 6 Match 100  load to 50  transmission Line at f0.