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This section discusses a type of antenna that is mounted on the tag rather than one connected to an interrogator The antenna is the largest part of the tag and is connected to the tag IC The antenna receives the signals from the interrogator and, depending on tag type, it either transmits or reflects the received signal back For active tags, it transmits the signals, and for semi-passive and passive tags, it reflects the signals For passive tags, the antenna also collects power from the radio waves and supplies it to the IC The geometry of an antenna determines the frequency at which the tag operates Though the tags may use the identical IC, variations in antenna design allow tags to have completely different properties and behaviors The antenna can be shaped as a spiral coil, a single dipole, dual dipoles (one perpendicular to other), or a folded dipole Within these basic types are many variations in antenna shapes, depending on the specific requirements of the application and the abilities of the designer The antenna is designed for a specific frequency of operation and is later tuned according to the properties of the material to be tagged The designated frequency determines the effective antenna length, but the actual antenna length is typically reduced using creative antenna design As mentioned, the antenna is the largest component of the tag, so it determines the physical parameters of the tag



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where a = 2 for humid climate, 1 for average climate, 05 for dry climate w = average terrain roughness (over a range of 20 to 140 ft, 50 ft being normal ) extracted from the path pro le The tilting terrain of a high/low path computes to w > 140 ft for c = 052 maximum in humid areas using this method This alternate calculation is tied to the path profile, and therefore is more accurate than using the c factor Multipath fade probability is highly dependent on the terrain roughness factor, and mountainous paths exhibit least multipath The probability of a fade of a particular depth increases with the cube of distance Path length, d, is raised to the power of 3 and hence has a significant effect on the multipath fade probability and, in turn, on the performance objectives Thus, as the distance is doubled, the probability of a particular fade depth increases by a factor of eight Or, alternatively, the fade for a given probability increases by 9 dB So, doubling the distance will increase the free-space loss by 6 dB and increase the probability of fading by 9 dB, thus increasing the overall link-budget loss by 15 dB Dividing a long path into two identical, shorter paths (and using active repeater), the probability of multipath fading is reduced by factor of four: P ~ d3 , so (d / 2)3 + ( d / 2)3 = d3 / 4 Outage time (or SES) in seconds per year (one-way) can be calculated as follows: Outage (or SES) = T0 P [secs /yr] (316)

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Antennas are usually made of thin metal strips of copper, aluminum, or silver These strips are deposited on the substrate at high speeds, and then the IC is attached to the antenna The antenna can be manufactured using one of the three different methods: copper etching, foil stamping, and screen-printing Screen-printing is the fastest and the least expensive of all three processes, but the antennas created using this method are less efficient than those created by the other two methods Because many tags will be included in the labels and the label makers expertise is in printing, a screen-printed antenna using conductive ink containing copper, nickel, or carbon would make the tag creation process less expensive and will integrate it with the label making process

and fade duration, T0, is expressed as a fraction of a year is given by T0 = 8 106 where t = average annual temperature in degrees Fahrenheit (35 F t 75 F) It is important to note that all the path reliability formulas and models, in this text, calculate short-term one-way outage This reliability method calculates the probability of the receive signal fading below its threshold level due to multipath fading only The duration of the fade below the threshold level is not considered, and the resultant t [secs/yr] 50 (317)

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outage time is the total time below level The total time below level can be further broken down into two parts:

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