GUC (Dr. Hany Hammad)

1/24/2016

Radio Frequency Engineering Associate Prof. Hany Hammad

Lecture #1 Contents • Introduction. • What is Radio Frequency Engineering?. • Course Contents. • Introduction to RF and microwave engineering. • Printed transmission lines.

© Dr. Hany Hammad, German University in Cairo

COMM (603) Lecture #1

1

GUC (Dr. Hany Hammad)

1/24/2016

Introduction • Course Title: – Radio Frequency Engineering. (COMM 603) • Instructors: – Assoc. Prof. Dr. Hany Hammad. – Eng. Randa • Course Type: – Requirement for IET Communications and Electronics students.

• Course Schedule: – 1 lecture per week. – 1 tutorial per week.

© Dr. Hany Hammad, German University in Cairo

Course Contents • • • • • • • •

Introduction to RF Technologies Microwave Network Analysis Transmission Lines Power dividers and directional couplers Impedance Matching and Tuning Microwave Resonators Lumped elements RF Filters

© Dr. Hany Hammad, German University in Cairo

COMM (603) Lecture #1

2

GUC (Dr. Hany Hammad)

1/24/2016

Communications System block diagram Antenna UpConverter Modulating Signal-Information

Transmitter

Band Pass Filter (BPF)

Modulator

Local Oscillator

Power Amplifier

LO Transmission Medium (Communication Engineering)

Demodulated SignalInformation (low frequency)

Demodulator

Low Noise Amp.

BPF/IF Amp.

Receiver

Band Pass Filter (BPF)

LO

© Dr. Hany Hammad, German University in Cairo

Evolution of RF applications

© Dr. Hany Hammad, German University in Cairo

COMM (603) Lecture #1

3

GUC (Dr. Hany Hammad)

1/24/2016

RF for Smart Homes

© Dr. Hany Hammad, German University in Cairo

RFID System

© Dr. Hany Hammad, German University in Cairo

COMM (603) Lecture #1

4

GUC (Dr. Hany Hammad)

1/24/2016

RFID System

© Dr. Hany Hammad, German University in Cairo

RF Filters

© Dr. Hany Hammad, German University in Cairo

COMM (603) Lecture #1

5

GUC (Dr. Hany Hammad)

1/24/2016

Dividers & Combiners

© Dr. Hany Hammad, German University in Cairo

Couplers & Hybrids

© Dr. Hany Hammad, German University in Cairo

COMM (603) Lecture #1

6

GUC (Dr. Hany Hammad)

1/24/2016

Microwave amplifier

© Dr. Hany Hammad, German University in Cairo

Planar Transmission Lines • Microstrip. • Slot Line. • Coplanar waveguide. • Coplanar lines.

© Dr. Hany Hammad, German University in Cairo

COMM (603) Lecture #1

7

GUC (Dr. Hany Hammad)

1/24/2016

Advantages of Using planar TLs • They are planar (A planar configuration implies that the characteristics of the element can be determined by the dimensions in a single plane). • They can be fabricated by photolithographic and photo etching processes. • Easily integrated with other passive and active devices.

© Dr. Hany Hammad, German University in Cairo

Type of planar transmission lines

Microstrip Line

Parallel Strips Line

Coplanar Waveguide

Slot Line

Conductor Dielectric

Coplanar Strips © Dr. Hany Hammad, German University in Cairo

COMM (603) Lecture #1

8

GUC (Dr. Hany Hammad)

1/24/2016

Microstrip Transmission Lines

Dielectric (substrate)

Conductor (Signal)

Conductor (ground)

H-Fields E-Fields

© Dr. Hany Hammad, German University in Cairo

Microstrip Transmission Lines

H-Fields E-Fields

© Dr. Hany Hammad, German University in Cairo

COMM (603) Lecture #1

9

GUC (Dr. Hany Hammad)

1/24/2016

Microstrip Transmission Lines Microstrip Width

Microstrip Thickness

Substrate Thickness

d

Substrate Dielectric Constant

© Dr. Hany Hammad, German University in Cairo

Microstrip Transmission Lines Other configurations for microstrip TL

© Dr. Hany Hammad, German University in Cairo

COMM (603) Lecture #1

10

GUC (Dr. Hany Hammad)

1/24/2016

Microstrip Transmission Lines Effective Dielectric constant (eff)

r 1

r  r

 r   eff 1   eff   r

 eff

Is function of the dielectric constant, width W, and thickness (d)

c

vp 

  ko  eff

 eff

© Dr. Hany Hammad, German University in Cairo

Formulas for Microstrip transmission lines Given W, d, r Find Zo & eff

Given Zo, r & d Find W

 eff   e 

 r  1  r 1 2



2

1

d W  60  8d W  ln      e  W 4d   120 Zo    W W    e   1.393  0.667 ln   1.444   d d    1  12

W 1 d W 1 d

 8e A  2A W  e 2  d  2  B  1  ln( 2 B  1)   r  1 ln( B  1)  0.39  0.61    2 r   r    

A

Zo  r  1  r 1  0.11   0.23    60 2  r  1   r 

B

W 2 d W 2 d

377 2Z o  r

© Dr. Hany Hammad, German University in Cairo

COMM (603) Lecture #1

11

GUC (Dr. Hany Hammad)

1/24/2016

Example Calculate the width and length of a microstrip line for a 50  characteristic impedance and a 90o phase shift at 2.5 GHz. The substrate thickness is d=0.127 cm, with r=2.20. Answer

A

(50) (2.2)  1 (2.2)  1  0.11   0.23    1.1591  60 2 (2.2)  1  (2.2) 

2

W 3.126  d 3.051

e  



d  0.127cm

2

377  7.985 2(50) (2.2)

W  0.387cm

2.2  1 2.2  1 1   1.87 2 2 1  12(0.328)  l 



l  e



l   e kol v c 2  2.5 109    1.87 l 8 3 10 2 2

B

l  0.0219 m  2.19 cm

© Dr. Hany Hammad, German University in Cairo

Losses in Microstrip Lines • Two types of losses: – Dielectric losses.

d 

ko  r ( e  1) tan  Np/m 2  e ( r  1)

– Conductor losses.

c 

Rs 

Rs Np/m Z oW

 o 2

Surface resistivity

© Dr. Hany Hammad, German University in Cairo

COMM (603) Lecture #1

12

GUC (Dr. Hany Hammad)

1/24/2016

Conductivities of Some Materials

© Dr. Hany Hammad, German University in Cairo

Dielectric constants & loss tangents of some materials

© Dr. Hany Hammad, German University in Cairo

COMM (603) Lecture #1

13

GUC (Dr. Hany Hammad)

1/24/2016

Losses in Microstrip Lines

© Dr. Hany Hammad, German University in Cairo

Dielectric constants & loss tangents of some materials • Commercial Materials come in standard dielectric constants and thicknesses. • For example: – Rogers Corporation provide RT/Duroids. (http://www.rogerscorporation.com/). – Coors Technology (http://www.coorstek.com/)

© Dr. Hany Hammad, German University in Cairo

COMM (603) Lecture #1

14

GUC (Dr. Hany Hammad)

1/24/2016

Power Handling Capability • Power handling capability of a microstrip is limited by: – Heating caused because of Ohmic and dielectric losses • Limits the average power of the microstrip line. – Dielectric breakdown. • Limits the peak power.

© Dr. Hany Hammad, German University in Cairo

COMM (603) Lecture #1

15