9/21/2015© 2009 Raymond P. Jefferis III Lect 09 - 1 Geographic Information Processing Radio Wave Propagation Line-of-Sight Propagation in cross-section.

Slides:



Advertisements
Similar presentations
Faculty of Computer Science & Engineering
Advertisements

RF Fundamentals Lecture 3.
Data Communication lecture10
Chapter 3 – Radio Phenomena
Chapter 13 Transmission Lines
Chapter Fifteen: Radio-Wave Propagation
Copyright © 2003, Dr. Dharma P. Agrawal and Dr. Qing-An Zeng. All rights reserved. 1 Chapter 3 Mobile Radio Propagation.
CWNA Guide to Wireless LANs, Second Edition
WIRELESS COMMUNICATIONS Assist.Prof.Dr. Nuray At.
LECT 04© 2012 Raymond P. Jefferis III1 Satellite Communications Electromagnetic Wave Propagation Overview Electromagnetic Waves Propagation Polarization.
Antennas Lecture 9.
Antennas Radiated Power Radiation Pattern Beamwidth
Summary of Path Loss in Propagation
EELE 5490, Fall, 2009 Wireless Communications
Polytechnic University© 2002 by H. L. Bertoni1 III. Spherical Waves and Radiation Antennas radiate spherical waves into free space Receiving antennas,
Lecture 4b Fiber Optics Communication Link 1. Introduction 2
Wireless Networking Radio Frequency Fundamentals and RF Math Module-02 Jerry Bernardini Community College of Rhode Island 6/28/2015Wireless Networking.
Lect 05© 2012 Raymond P. Jefferis III1 Satellite Communications Link budget analysis Transmitted power Transmitting antenna gain Path loss Receiving antenna.
Wireless Communication Channels: Large-Scale Pathloss
Wireless Communication Channels: Large-Scale Pathloss.
Electromagnetic Wave Theory
Propagation characteristics of wireless channels
WIRELESS COMMUNICATIONS Assist.Prof.Dr. Nuray At.
Training materials for wireless trainers
SATELLITE LINK DESIGN By S.Sadhish Prabhu.
Lecture 2: Introduction to case studies: Radiolink Anders Västberg
Technician License Course Chapter 2 Radio and Electronics Fundamentals
Wireless Communication Arjav A. Bavarva Dept. of Electronics and Communication.
Link Budget Calculation
Ron Milione Ph.D. W2TAP W2TAP InformationModulatorAmplifier Ant Feedline Transmitter InformationDemodulatorPre-Amplifier Ant Feedline Receiver Filter.
Wireless Transmission Fundamentals (Physical Layer) Professor Honggang Wang
Adapted from Rappaport’s Chapter 4 Mobile Radio Propagation: Large-Scale Path Loss The transmission path between the transmitter and the receiver can vary.
Korea University Ubiquitous LAB. Chapter 2. RF physics Ph.D Chang-Duk Jung.
Characteristics Radio Frequency signals consist of the following: Polarity Wavelength Frequency Amplitude Phase These characteristics are defined by the.
Training materials for wireless trainers
Large-Scale Path Loss Mobile Radio Propagation:
3.7 Diffraction allows RF signals to propagate to obstructed (shadowed) regions - over the horizon (around curved surface of earth) - behind obstructions.
Lecture 5: Antennas and Wave Propagation Anders Västberg
W.lilakiatsakun.  Radio Wave Fundamental  Radio Wave Attributes  RF System Component  RF Signal Propagation  RF Mathematics.
Lecture 2: Antennas and Propagation Anders Västberg
CSE5807 Wireless and Personal Area Networks Lecture 2 Radio Communications Principles Chapters 2,5 and 11 Stallings.
Antenna Design and Link Engineering Pattern lobes Pattern lobe is a portion of the radiation pattern with a local maximum Lobes are classified as: major,
Wireless# Guide to Wireless Communications
Copyright 1999, S.D. Personick. All Rights Reserved. Telecommunications Networking I Lectures 14 & 15 Wireless Transmission Systems.
DB, dBm and relative issues in WCDMA radio network planning Speaker: Chun Hsu 許君 1.
Author: Bill Buchanan Wireless LAN Unit 6 Radio and RF Wireless LAN Unit 6 Radio and RF.
Certified Wireless Network Administrator (CWNA) PW0-105 Chapter 2 Radio Frequency Fundamentals.
Chapter 2 Radio Frequency Fundamentals.
24/03/2003Jacques MdM / REF France1 HF Receivers desensitisation from wideband noise spurious in HF bands (1.8 to 30 MHZ) Impact of spurious radiations.
ECE 4710: Lecture #36 1 Chapter 8  Chapter 8 : Wired and Wireless Communication Systems  Telephone  Fiber Optic  DSL  Satellite  Digital & Analog.
By Ya Bao1 Antennas and Propagation. 2 By Ya Bao Introduction An antenna is an electrical conductor or system of conductors Transmission - radiates electromagnetic.
Propagation Models Large scale models predict behavior averaged over distances >>  Function of distance & significant environmental features, roughly.
RF Propagation No. 1  Seattle Pacific University Basic RF Transmission Concepts.
ELECTRONIC COMMUNICATIONS A SYSTEMS APPROACH CHAPTER Copyright © 2014 by Pearson Education, Inc. All Rights Reserved Electronic Communications: A Systems.
Wireless Communication Fundamentals David Holmer
1 Diffraction Phenomena: Radio signal can propagate around the curved surface of the earth, beyond the horizon and behind obstructions. Huygen’s principle:
Chapter 02 Radio Frequency & Antenna Fundamentals Center for Information Technology.
RF Propagation No. 1  Seattle Pacific University Basic RF Transmission Concepts.
INTRODUCTION An antenna is an electrical device which converts electric currents into radio waves, and vice versa. It is usually used with a radio transmitter.
EENG473 Mobile Communications Module 3 : Week # (10) Mobile Radio Propagation: Large-Scale Path Loss.
1) A binary transmission system uses a 8-bit word encoding system. Find the Bandwidth and the SNR dB of the system if the channel capacity is bps.
Wireless Theory and Regulations For unlicensed wireless networks Presentation by Wyatt Zacharias Except where otherwise noted this work is licensed under.
Signal Propagation Basics
Antenna Basics.
By Saneeju m salu. Radio waves are one form of electromagnetic radiation RADIO WAVES.
EEE 441 Wireless And Mobile Communications
NSF Grant Chapter 2 CWNA Certified Wireless Network Administrator Radio Frequency Fundamentals.
Dr. Yeffry Handoko Putra, M.T
Net425:Satellite Communications
Wireless Communications Chapter 4
Presentation transcript:

9/21/2015© 2009 Raymond P. Jefferis III Lect Geographic Information Processing Radio Wave Propagation Line-of-Sight Propagation in cross-section and relief - Hupfer et al.

9/21/2015© 2009 Raymond P. Jefferis III Lect Radio Wave Transmission Electromagnetic energy in orthogonal fields –Electric field energy –Magnetic field energy Radiate from source antenna –Power spread over spherical wavefront –Power/Area decreases with distance as area of sphere increases and as losses dissipate energy –Energy can be focused in desired direction

9/21/2015© 2009 Raymond P. Jefferis III Lect Radio Wave Reception Receiver responds to vector sum of arriving waves (out-of-phase waves interfere) Subject to receiver sensitivity limits Antennas with directional gain can focus energy from particular direction(s)

9/21/2015© 2009 Raymond P. Jefferis III Lect Engineering Problem Specify transmitter power and antenna gain in direction of receiver Specify receiver sensitivity and the operable corresponding antenna gain Determine path loss over topography Compare received power with sensitivity limit and modify conditions as necessary

9/21/2015© 2009 Raymond P. Jefferis III Lect Path Criterion A radio wave takes the path of minimum time. In free space (no diffraction or reflection) this will be a straight line.

9/21/2015© 2009 Raymond P. Jefferis III Lect Reduction in Output/Input ratio of amplitude of radio wave Usually measured in decibels (dB) –Power Attenuation: –Voltage Attenuation: Attenuation

9/21/2015© 2009 Raymond P. Jefferis III Lect Energy in Electric Field Where: –w = Energy Density [Joules/m 2 ] –E = electric field intensity [V/m] –  = dielectric permittivity of free space

9/21/2015© 2009 Raymond P. Jefferis III Lect Energy in Electric Field Where: –p = Average Power Density [Watts/m 2 ] –E = Electric field intensity [V/m] –R o = Impedance of free space [~377 Ohms]

9/21/2015© 2009 Raymond P. Jefferis III Lect Radio Wave Attenuation Factors Distance Diffraction from objects in propagation path Reflection from objects near path Conduction/reflection/refraction by various atmospheric effects Scattering by objects and atmospheric components

9/21/2015© 2009 Raymond P. Jefferis III Lect Transmission Losses Transmitted electromagnetic energy is lost on its way to a receiving station due to a number of factors, including: – Antenna efficiency– Path loss – Antenna aperture gain– Atmospheric loss – Path loss– Diffraction loss

9/21/2015© 2009 Raymond P. Jefferis III Lect Issues with Reflection Out-of-Phase waves cancel primary wave –Various reflecting surfaces => different arrivals –Random arrival phasea produce noise floor Digital symbols –Inter-symbol interference –Data rate must be limited to allow each symbol to extinguish itself before next

9/21/2015© 2009 Raymond P. Jefferis III Lect Transmitter Power P t = 10 Log 10 P mW [dBm] Example: 5 Watts = 5000 mW P t [dBm] = 10 Log = 37 dBm Example: 40 Watts = mW P t = 10 Log = 46 dBm For propagation loss calculations, dBm units are more convenient than power.

9/21/2015© 2009 Raymond P. Jefferis III Lect Antenna Gain A e = effective antenna aperture G = 4  A e /  2 (Antenna Gain) d = antenna diameter λ = wavelength  = aperture efficiency

9/21/2015© 2009 Raymond P. Jefferis III Lect Path Losses Effective Aperture (transmit or receive): A e =  A Effective Radiated Power: EIRP = P t G t = P t  ta A t where, G t = 4  A et /  2 G r = 4  A er /  2 Path Loss (for path length R): L p = (4  R/  2 Received Power: P r = EIRP*G r /L p

9/21/2015© 2009 Raymond P. Jefferis III Lect Receiver Sensitivity Usually specified in microvolts on 50-Ohm input connector Can be converted to power by: For typical sensitivity of 0.18 microVolts: [Watts]

9/21/2015© 2009 Raymond P. Jefferis III Lect Receiver Sensitivity [dBm] dBm => dB milliWatts P r [dBm] = 20 log 10 [P r /10 -3 ] where P r is given in Watts Converting the receiver sensitivity to dBm, For proper reception, the transmitted signal must not fall below this level. [dBm]

9/21/2015© 2009 Raymond P. Jefferis III Lect Received Power - dB Model (Pratt & Bostian, Eq. 4.11) P r = EIRP +G r - L p - L a - L t - L r [dBW] –EIRP => Effective radiated power –G r => Receiving antenna gain –L p => Path loss –L a => Atmospheric attenuation loss –L t => Transmitting antenna losses –L r => Receiving antenna losses

9/21/2015© 2009 Raymond P. Jefferis III Lect Path Models Free-Space Partially Obstructed Largely Obstructed Totally Obstructed

9/21/2015© 2009 Raymond P. Jefferis III Lect Free-Space Model No obstructions in or “near” path Note: Path is elliptical (Fresnel) volume surrounding line-of-sight ray path. Obstructions must be outside first “Fresnel Zone” - See next slide

9/21/2015© 2009 Raymond P. Jefferis III Lect Fresnel Zones Elliptical zones of radiated energy between transmitted and receiver Wikipedia -

9/21/2015© 2009 Raymond P. Jefferis III Lect Partially Obstructed Path Model Obstructions in, but not occluding, path Note: Path is elliptical (Fresnel) volume surrounding line-of-sight ray path. Obstructions inside first “Fresnel Zone” but not by more than 40%

9/21/2015© 2009 Raymond P. Jefferis III Lect Highly Obstructed Path Model Obstructions in, but not occluding, path Note: Path is elliptical (Fresnel) volume surrounding line-of-sight ray path. Obstructions inside first “Fresnel Zone” and occlude it by more than 40% but not completely

9/21/2015© 2009 Raymond P. Jefferis III Lect Fully Obstructed Path Model Obstructions occluding, path Note: Path is elliptical (Fresnel) volume surrounding line-of-sight ray path. Obstructions inside first “Fresnel Zone” occlude it completely. Energy confined to higher-order Fresnel zones.

9/21/2015© 2009 Raymond P. Jefferis III Lect Free-Space Path Loss Model Free space loss [Watts]: Free space loss [dB]: Log f [MHz] + 20 Log d [Km] –f is the radio frequency [MHz] –d is the distance [km] between the transmitting and receiving antennas

9/21/2015© 2009 Raymond P. Jefferis III Lect Loss Calculation #1 Let f = 146 MHz, d = 10 km Loss dB = log 10 (146) + 20log 10 (10) Loss dB = = 95.7 dB The receiver signal strength for 40-Watts is: P r [dBm] = = dB Conclusion: 10 km free-space signal path is okay at this frequency.

9/21/2015© 2009 Raymond P. Jefferis III Lect Loss Calculation #2 Let f = 146 MHz, d = 100 km Loss dB = log 10 (146) + 20log 10 (100) Loss dB = = dB The receiver signal strength for 40-Watts is: P r [dBm] = = dB Conclusion: 100 km free-space signal path is too long for reliable reception at this frequency.

9/21/2015© 2009 Raymond P. Jefferis III Lect MHz Digital Data Sensitivity

9/21/2015© 2009 Raymond P. Jefferis III Lect Loss Calculation #3 Let f = 1300 MHz, d = 20 km Loss dB = log 10 (1300) + 20log 10 (20) Loss dB = = dB The receiver signal strength for 10-Watts is: P r [dBm] = = dB Conclusion: 20 km free-space signal path is too long at this frequency.

9/21/2015© 2009 Raymond P. Jefferis III Lect Antenna Gain Antenna radiation patterns direct energy, resulting in gain in certain directions. Antenna gain [dB] adds to the reference propagation gain (subtracts from propagation loss) in certain directions.

9/21/2015© 2009 Raymond P. Jefferis III Lect Ex. #3 with 16 dB Antenna Gain Let f = 146 MHz, d = 100 km Loss dB = log 10 (146) + 20log 10 (100) Loss dB = = dB The receiver signal strength for 40-Watts is: P r [dBm] = = dB Conclusion: 100 km free-space signal path is okay for reliable reception at this frequency, if trans- mitter and receiver each have 8 dB antenna gain.

9/21/2015© 2009 Raymond P. Jefferis III Lect Diffraction Model

9/21/2015© 2009 Raymond P. Jefferis III Lect Obstruction Loss Model Horizontal axis is

Obstruction of Fresnel Zone 9/21/2015© 2009 Raymond P. Jefferis III Lect Building roof at edge of 1st Fresnel zone

Conclusions A building reaching to edge of the 1st Fresnel zone produces 6 dB loss (loss of ¾ of radiated power) Obstruction of entire 1st Fresnel zone would be a significant loss to a communication system 9/21/2015© 2009 Raymond P. Jefferis III Lect

9/21/2015© 2009 Raymond P. Jefferis III Lect Obstruction Loss Calculations Use value of , enter previous graph, and read loss in dB, or calculate knife-edge loss J(  )as:

9/21/2015© 2009 Raymond P. Jefferis III Lect Obstructed Fresnel Zones in Path From Lewis Girod, Graph attributed to Rappaport, Wireless Communications: Principles and Practice, Prentice Hall, 1996, p 97

9/21/2015© 2009 Raymond P. Jefferis III Lect More Exact Fresnel Loss Fresnel loss, where C = Fresnel cosine integral S = Fresnel sine integral

9/21/2015© 2009 Raymond P. Jefferis III Lect Fresnel Loss Magnitude Square root of F(  ) * F * (  )

9/21/2015© 2009 Raymond P. Jefferis III Lect Logarithmic Fresnel Loss This loss should be added to the free-space propagation loss in dB.

9/21/2015© 2009 Raymond P. Jefferis III Lect Practical Problem Calculate the path loss between two points on a topographic map having a free-space path between them with no obstructions near the first Fresnel zone.

Fresnel Radius(f) For d 1 = d 2 = d the Fresnel radius at the midpoint becomes: 9/21/2015© 2009 Raymond P. Jefferis III Lect

9/21/2015© 2009 Raymond P. Jefferis III Lect LOS Distance Attenuation

9/21/2015© 2009 Raymond P. Jefferis III Lect Path Shaded by LOS Attenuation 1300 GHz radio path over rough terrain, showing First Fresnel zone. Terrain is tinted according to the Line-of-Sight propagation losses. (Blue is max. loss)

Line-of-Sight Path Get starting point and its antenna height Get destination point with antenna height Draw air path between these points Calculate and plot terrain below air path Calculate radiation-terrain clearance on path Identify interfering terrain Add transmission loss from terrain 9/21/2015© 2009 Raymond P. Jefferis III Lect

Example Point A Antenna antlat = N antlon = W anthgt = 40.0 [meters] Point B Fire truck trklat = N trklon = W trkhgt = 2.5 [meters] 9/21/2015© 2009 Raymond P. Jefferis III Lect

Radiation Path Black line on terrain at lower right is path 9/21/2015© 2009 Raymond P. Jefferis III Lect

Close-up of Radiation Path Point A (Left) is on a hilltop Point B (Right) is in a developed area 9/21/2015© 2009 Raymond P. Jefferis III Lect

Path and Cross-Section 9/21/2015© 2009 Raymond P. Jefferis III Lect

Discussion of Programming Discussion in class... 9/21/2015© 2009 Raymond P. Jefferis III Lect