Ch. 3 Wireless Radio Technology

Ch. 3 Wireless Radio Technology Cisco Fundamentals of Wireless LANs version 1.2

Note • Much of the information in this Module has been presented previously in the Module 2 PowerPoints and will not be included in this presentation. • Some of this information should be a review from CCNA 1: • Sine waves, modulation, etc. • Please review your CCNA materials if needed. • This module contains several mathematical formulas. • Examples will be included, but we will not discuss them in any detail, nor will you be responsible for them on any exam. Rick Graziani graziani@cabrillo.edu

Acknowledgements • Thanks Jack Unger and his book Deploying License-Free Wireless Wide-Area Networks • Published by Cisco Press • ISBN: 1587050692 • Published: Feb 26, 2003 Rick Graziani graziani@cabrillo.edu

Wireless Propagation • There are several important simplifications which can be made. • In a vacuum, 2.4 GHz microwaves travel at the speed of light. • Once started, these microwaves will continue in the direction they were emitted forever, unless they interact with some form of matter. • In the atmosphere, the microwaves are traveling in air, not in a vacuum. • This does not significantly change their speed. • Similar to light, when RF travels through transparent matter, some of the waves are altered. • 2.4 & 5 GHz microwaves also change, as they travel through matter. • Amount of alteration depends heavily on the frequency of the waves and the matter. • Wireless propagation is the total of everything that happens to a wireless signal as the signal travels from Point A to Point B. • The study of how EM waves travel and interact with matter can become extremely complex. Rick Graziani graziani@cabrillo.edu

Wireless Propagation Mental picture • Wave is not a spot or a line, but a moving wave. • Like dropping a rock into a pond. • Wireless waves spread out from the antenna. • Wireless waves pass through air, space, people, objects,… Rick Graziani graziani@cabrillo.edu

Attenuation • Attenuation is the loss in amplitude that occurs whenever a signal travels through wire, free space, or an obstruction. • At times, after colliding with an object the signal strength remaining is too small to make a reliable wireless link. Same wavelength (frequency), less amplitude. Rick Graziani graziani@cabrillo.edu

Attenuation and Obstructions • Longer the wavelength (lower frequency) of the wireless signal, the less the signal is attenuated. • Shorter the wavelength (higher frequency) of the wireless signal, the more the signal it is attenuated. Same wavelength (frequency), less amplitude. Rick Graziani graziani@cabrillo.edu

Attenuation and Obstructions • The wavelength for the AM (810 kHz) channel is 1,214 feet • The larger the wavelength of the signal relative to the size of the obstruction, the less the signal is attenuated. • The shorter the wavelength of the signal relative to the size of the obstruction, the more the signal is attenuated. Rick Graziani graziani@cabrillo.edu

Free-Space Waves • Free-space wave is a signal that propagates from Point A to Point B without encountering or coming near an obstruction. • The only amplitude reduction is due to “free space loss” (coming). • This is the ideal wireless scenario. Rick Graziani graziani@cabrillo.edu

Reflected Waves • When a wireless signal encounters an obstruction, normally two things happen: • Attenuation – The shorter the wavelength of the signal relative to the size of the obstruction, the more the signal is attenuated. • Reflection – The shorter the wavelength of the signal relative to the size of the obstruction, the more likely it is that some of the signal will be reflected off the obstruction. Rick Graziani graziani@cabrillo.edu

Microwave Reflections • Microwave signals: • Frequencies between 1 GHz – 30 GHz (this can vary among experts). • Wavelength between 12 inches down to less than 1 inch. • Microwave signals reflect off objects that are larger than their wavelength, such as buildings, cars, flat stretches of ground, and bodes of water. • Each time the signal is reflected, the amplitude is reduced. Rick Graziani graziani@cabrillo.edu

Reflection • Reflection is the light bouncing back in the general direction from which it came. • Consider a smooth metallic surface as an interface. • As waves hit this surface, much of their energy will be bounced or reflected. • Think of common experiences, such as looking at a mirror or watching sunlight reflect off a metallic surface or water. • When waves travel from one medium to another, a certain percentage of the light is reflected. • This is called a Fresnel reflection (Fresnel coming later). Rick Graziani graziani@cabrillo.edu

Reflection • Radio waves can bounce off of different layers of the atmosphere. • The reflecting properties of the area where the WLAN is to be installed are extremely important and can determine whether a WLAN works or fails. • Furthermore, the connectors at both ends of the transmission line going to the antenna should be properly designed and installed, so that no reflection of radio waves takes place. Rick Graziani graziani@cabrillo.edu

Reflections Rick Graziani graziani@cabrillo.edu

Microwave Reflections • Advantage: Can use reflection to go around obstruction. • Disadvantage: Multipath reflection – occurs when reflections cause more than one copy of the same transmission to arrive at the receiver at slightly different times. Multipath Reflection Rick Graziani graziani@cabrillo.edu

Multipath Reflection • Reflected signals 1 and 2 take slightly longer paths than direct signal, arriving slightly later. • These reflected signals sometimes cause problems at the receiver by partially canceling the direct signal, effectively reducing the amplitude. • The link throughput slows down because the receiver needs more time to either separate the real signal from the reflected echoes or to wait for missed frames to be retransmitted. • Solution discussed later. Rick Graziani graziani@cabrillo.edu

Diffraction • Diffraction of a wireless signal occurs when the signal is partially blocked or obstructed by a large object in the signal’s path. • A diffracted signal is usually attenuated so much it is too weak to provide a reliable microwave connection. • Do not plan to use a diffracted signal, and always try to obtain an unobstructed path between microwave antennas. Diffracted Signal Rick Graziani graziani@cabrillo.edu

Weather - Precipitation Precipitation: Rain, snow, hail, fog, and sleet. • Rain, Snow and Hail • Wavelength of 2.4 GHz 802.11b/g signal is 4.8 inches • Wavelength of 5.7 GHz 802.11a signal is 2 inches • Much larger than rain drops and snow, thus do not significantly attenuate these signals. • At frequencies 10 GHz and above, partially melted snow and hail do start to cause significant attenuation. Rick Graziani graziani@cabrillo.edu

Weather - Precipitation • Rain can have other effects: • Get inside tiny holes in antenna systems, degrading the performance. • Cause surfaces (roads, buildings, leaves) to become more reflective, increasing multipath fading. • Tip: Use unobstructed paths between antennas, and do not try to blast through trees, or will have problems. Rick Graziani graziani@cabrillo.edu

Weather - Ice Collapsed tower • Ice buildup on antenna systems can: • Reduce system performance • Physically damage the antenna system Rick Graziani graziani@cabrillo.edu

Weather - Wind • The affect of wind: • Antenna on the the mast or tower can turn, decreasing the aim of the antenna. • The mast or tower can sway or twist, changing the aim. • The antenna, mast or tower could fall potentially injuring someone or something. Rick Graziani graziani@cabrillo.edu

Refraction Sub-Refraction • Refraction (or bending) of signals is due to temperature, pressure, and water vapor content in the atmosphere. • Amount of refractivity depends on the height above ground. • Refractivity is usually largest at low elevations. • The refractivity gradient (k-factor) usually causes microwave signals to curve slightly downward toward the earth, making the radio horizon father away than the visual horizon. • This can increase the microwave path by about 15%, Refraction (straight line) Normal Refraction Earth Rick Graziani graziani@cabrillo.edu

Refraction • Radio waves also bend when entering different materials. • This can be very important when analyzing propagation in the atmosphere. • It is not very significant in WLANs, but it is included here, as part of a general background for the behavior of electromagnetic waves. Rick Graziani graziani@cabrillo.edu

Working with Wireless Power

Working with Wireless Power More on all these in a moment… • Power can be: • Increased (gain) • Decreased (loss) • Power can be: • Relative (ex: twice as much power or ½ as much power) • Absolute (ex: 1 watt or 4 watts) • Both relative and absolute power are always referenced to initial power level: • Relative power level • Absolute power level • Wireless power levels become very small, very quickly after leaving the transmitting antenna. • Wireless power levels are done in dB. • Wireless power levels do not decrease linearly with distance, but decrease inversely as the square of the distance increases… Rick Graziani graziani@cabrillo.edu

Inverse square law • “Signal strength does not fade in a linear manner, but inversely as the square of the distance. • This means that if you are a particular distance from an access point and you move measure the signal level, and then move twice a far away, the signal level will decrease by a factor of four.” WildPackets White Paper on my web site. Twice the distance Point A Point B ¼ the power of Point A Rick Graziani graziani@cabrillo.edu

Inverse square law 10 20 30 40 50 100 • Double the distance of the wireless link, we receive only ¼ of the original power. • Triple the distance of the wireless link, we receive only 1/9 the original power. • Move 5 times the distance, signal decreases by 1/25. Point A 10 times the distance 1/100 the power of A 3 times the distance 1/9 the power of Point A 2 times the distance ¼ the power of Point A 5 times the distance 1/25 the power of Point A Rick Graziani graziani@cabrillo.edu

Watts • One definition of energy is the ability to do work. • There are many forms of energy, including: • electrical energy • chemical energy • thermal energy • gravitational potential energy • The metric unit for measuring energy is the Joule. • Energy can be thought of as an amount. • 1 Watt = I Joule of energy / one second • If one Joule of energy is transferred in one second, this is one watt (W) of power. Rick Graziani graziani@cabrillo.edu

Watts • The U.S. Federal Communications Commission allows a maximum of 4 watts of power to be emitted in point-to-multipoint WLAN transmissions in the unlicensed 2.4-GHz band. • In WLANs, power levels as low as one milliwatt (mW), or one one-thousandth (1/1000th) of a watt, can be used for a small area. • Typical WLAN NICS transmit at 100 mW. • Typical Access Points can transmit between 30 to 100 mW (plus the gain from the Antenna). Rick Graziani graziani@cabrillo.edu

Watts • Power levels on a single WLAN segment are rarely higher than 100 mW, enough to communicate for up to three-fourths of a kilometer or one-half of a mile under optimum conditions. • Access points generally have the ability to radiate from 30 to100 mW, depending on the manufacturer. • Outdoor building-to-building applications (bridges) are the only ones that use power levels over 100 mW. Rick Graziani graziani@cabrillo.edu

Ratios • Ratio is a comparison between two quantities. • Ratios use a colon (:) to divide the two quantities. 2 : 1 Ratio 100 : 1 Ratio 2 Pennies 1 Penny 2 Pennies : 1 Penny 100 Pennies 1 Penny 100 Pennies : 1 Penny Rick Graziani graziani@cabrillo.edu

Wireless Power Ratios 1 w 1 w 1 w • Every dB (decibel) value is a ratio. • These are three wireless power ratios; each uses 1 Watt (1 W) of power as their reference point. • The decibel (dB) is a unit that is used to measure electrical power. • A dB is one-tenth (1/10th) of a Bel, which is a unit of sound named after Alexander Graham Bell. • The dB is measured on a base 10 logarithmic scale. • The base increases ten-fold for every ten dB measured. 1 w 1 w 1 w 1 w 1 w 1 w 1 w 1 w 1 w 1 w 1 w 1 w 1 w 1 w 2 Watts 1 Watt 4 Watts 1 Watt 8 Watts 1 Watt 2:1 Ratio = + 3 dBW 4:1 Ratio = + 6 dBW 8:1 Ratio = + 9 dBW Rick Graziani graziani@cabrillo.edu

Decibels • The decibel scale allows people to work more easily with large numbers. • A similar scale called the Richter Scale. • The Richter scale is logarithmic, that is an increase of 1 magnitude unit represents a factor of ten times in amplitude. • The seismic waves of a magnitude 6 earthquake are 10 times greater in amplitude than those of a magnitude 5 earthquake. • Each whole number increase in magnitude represents a tenfold increase in measured amplitude; as an estimate of energy. 10x 10x Rick Graziani graziani@cabrillo.edu

Decibels - FYI • Calculating dB The formula for calculating dB is as follows: dB = 10 log10 (Pfinal/Pref) • dB = The amount of decibels. • This usually represents: • a loss in power such as when the wave travels or interacts with matter, • can also represent a gain as when traveling through an amplifier. • Pfinal = The final power. This is the delivered power after some process has occurred. • Pref = The reference power. This is the original power. Rick Graziani graziani@cabrillo.edu

Logarithms – Just another way of expressing powers (10n) - FYI x = ay logax = y • Example: 100 = 102 • This is equivalent to saying that the base-10 logarithm of 100 is 2; that is: 100 = 102 same as log10100 = 2 • Example 2: 1000 = 103 is the same as: log10 1000 = 3 • Notes: • With base-10 logarithms, the subscript 10 is often omitted; log 100 = 2 same as log 1000 = 3 • When the base-10 logarithm of a quantity increases by 1, the quantity itself increases by a factor of 10, ie. 2 to 3 increases the quantity 100 to 1000. • A 10-to-1 change in the size of a quantity, resulting in a logarithmic increase or decrease of 1, is called an order of magnitude. • Thus, 1000 is one order of magnitude larger than 100. Rick Graziani graziani@cabrillo.edu

Decibels • There are also some general rules for approximating the dB and power relationship: • +3 dB = Double the power • -3 dB = Half the power • +10 dB = Ten times the power • -10 dB = One-tenth the power Rick Graziani graziani@cabrillo.edu

Decibel references • dB has no particular defined reference • Most common reference when working with WLANs is: • dBm • m = milliwatt or 1/1,000th of a watt • 1,000 mW = 1 W (Watt) • Milliwatt = .001 Watt or 1/1,000th of a watt • Since the dBm has a defined reference, it can also be converted back to watts, if desired. • The power gain or loss in a signal is determined by comparing it to this fixed reference point, the milliwatt. WLANs work in milliwatts or 1/1,000th of a Watt Rick Graziani graziani@cabrillo.edu

Decibel references • Example: • 1 mW = .001 Watts • Using 1 mW as our reference we start at: 0 dB • Using the dB formula: • Doubling the milliwatts to 2 mW or .002 Watts we get +3 dBm • +10 dBm is 10 times the original 1 mW value or 10 mW • +20 dBm is 100 times the original 1 mW value or 100 mW Rick Graziani graziani@cabrillo.edu

Ref. • dB milliWatt (dBm) - This is the unit of measurement for signal strength or power level. (milliwatt = 1,000th of a watt or 1/1,000 watt) • If the original signal was 1 mW and a device receives a signal at 1 mW, this is a loss of 0 dBm. • However, if that same device receives a signal that is 0.001 milliwatt, then a loss of 30 dBm occurs, or -30 dBm. • -n dBm is not a negative number, but a value between 0 and 1. • To reduce interference with others, the 802.11b WLAN power levels are limited to the following: • 36 dBm EIRP by the FCC(4 Watts) • 20 dBm EIRP by ETSI Rick Graziani graziani@cabrillo.edu

Interactive Activity – Calculating decibels • This activity allows the student to enter values for Power final and Power reference, then calculates for decibels. Adding an antenna or other type of amplification. End Start Change +10 dBm Rick Graziani graziani@cabrillo.edu

Calculating decibels (FYI) log10100 = 2 same as 102= 100 • 10 * log10 (10 / 1) • 10 * log10 10 -> 10 to the ? = 10 • 10 * 1 • 10 Rick Graziani graziani@cabrillo.edu

Interactive Activity – Calculating decibels • This activity allows the student to enter values for Power final and Power reference, then calculates for decibels. Adding an antenna or other type of amplification. End +20 dBm Start Change Rick Graziani graziani@cabrillo.edu

Interactive Activity – Calculating decibels • This activity allows the student to enter values for Power final and Power reference, then calculates for decibels. Adding an antenna or other type of amplification. +3dBm End Start Change Rick Graziani graziani@cabrillo.edu

Interactive Activity – Using decibels Change Start End +10 dBm • This activity allows the student to enter a value for the decibels and a value for the reference power resulting in the final power. Adding an antenna or other type of amplification. Rick Graziani graziani@cabrillo.edu

Interactive Activity – Using decibels Change Start +3 dBm End • This activity allows the student to enter a value for the decibels and a value for the reference power resulting in the final power. Adding an antenna or other type of amplification. Rick Graziani graziani@cabrillo.edu

RF Receivers • Radio receivers are very sensitive to and may be able to pick up signals as small as 0.000000001 mW or –90 dBm, or a 1 billionth of a milliwatt or 0.000000000001 W. -90 dBm End Start Change Rick Graziani graziani@cabrillo.edu

Doubled the distance 10ft to 20ft, but have ¼ the signal. • Signal strength decreased from –47dB to –53dB. • Decrease of 6dB • 3dB + -3dB = ½ + ½ = ¼ Rick Graziani graziani@cabrillo.edu

Other decibel references besides mW More on this when we discuss antennas. Rick Graziani graziani@cabrillo.edu

A simple decibel conversion • If a signal experiences a gain of 4,000 (gets 4,000 times bigger), what is the gain in dB? 4,000 = 10 x 10 x 10 x 2 x 2 Now replace the multiplication-of factors by the addition-of factors of dB: 4,000 = 10 dB + 10 dB + 10 dB + 3 dB + 3 dB = 36 dB • If a signal experiences a gain of 4,000 (gets 4,000 times bigger), what is the gain in dB? (Be creative!) 5,000 = 10 x 10 x 10 x 10 / 2 Now replace the multiplication-of factors by the addition-of factors of dB and division by subtraction: 5,000 = 10 dB + 10 dB + 10 dB + 10 dB - 3 dB = 37 dB Rick Graziani graziani@cabrillo.edu

ACU Status • Current Signal Strength • The Received Signal Strength Indicator (RSSI) for received packets. The range is 0% to 100%. • Current Signal Quality • The quality of the received signal for all received packets. The range is from 0% to 100%. Rick Graziani graziani@cabrillo.edu

Ch. 3 Wireless Radio Technology