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88 245568 = 88 + 0245568(60)' = 88 14734' 88 14734' = 88 14' + 0734(60) " = 88 14' 4404"

Objective 61 Objective 62 Objective 63 Objective 64 Objective 65 Objective 66 Objective 67 Objective 68 Objective 69



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The following is a lengthy but fairly simple formula for the distance calculation (in miles) between two coordinates on Earth It assumes that the actual shape of the Earth (called ellipsoid ) can be neglected and therefore uses mathematical solutions for a sphere Note that the coordinates are given in decimal degrees and have to be converted into radians before using the formula The conversion formula looks like this: Coordinates Radians = Coordinates DecimalDegrees

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Standards, Mandates, and Regulatory Compliance Frequency Selection Tag Selection Interrogator Selection Antenna Selection Cable Selection Peripherals Selection Software Selection Shielding and Equipment Protection

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The Earth s equatorial radius, or semi-major axis, is the distance from its center to the equator and equals 6,3781370 km ( 3,963191 mi) The equatorial radius is often used to compare Earth with other planets The formula to calculate distance between sites: d = 3, 963191 arccos sin( LAT1 ) sin( LAT2 ) + cos( LAT1 ) cos( LAT2 ) cos( LONG2 LONG1 ) (625)

After the solution concept has been approved, design selection is performed, including the consideration of hardware and software targeted for actual deployment Design selection is a critical part of any RFID implementation, because without the appropriate design, hardware, and software, the implemented RFID system will not function properly The steps of design selection and considerations discussed in this chapter adhere to standards and regulations as well as compliance with trading partner mandates, and selection of operating frequency, tags, interrogators, antennas, peripherals, and software

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Example 4:

Find the distance between Site A (LAT1 = 38917900 N, LONG1 = 76974100 W) and Site B (LAT2 = 38906200 N, LONG2 = 76938700 W)

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hen selecting hardware and software for your RFID system, you must follow international, regional, and local standards and regulations These are often implemented to prevent device interference or to protect the general public Standards and regulations are discussed in detail in 10 In addition, you must follow any trading partner mandated specifications if the system you are about to design is targeted to comply with a particular mandate A mandate will often define a particular tag data format and the frequency of operation

d = 3, 963191 arccos sin(0679245) sin(0679041) + cos(0679245) cos(0679041) cos(1341833 1343451) d 207 mi

Universal Transverse Mercator (UTM) is a global coordinate system that is defined in meters rather than degrees-minutes-seconds UTM is a very precise method of defining geographic locations; therefore, it is commonly used in GPS and GIS mapping The Universal Transverse Mercator coordinate system was developed by the United States Army Corps of Engineers in the 1940s and named after Gerardus Mercator, a Flemish cartographer who lived 1512 1594 The system was based on an ellipsoidal model of the Earth For areas within the conterminous United States, the Clarke 1866 ellipsoid was used For the remaining areas of the Earth, including Hawaii, the international ellipsoid was used Currently, the WGS 84 ellipsoid is used as the underlying model of the Earth in the UTM coordinate system When using the UTM coordinate system, a location can be identified within a meter The UTM grid divides the world into 60 north-south zones; the zones are numbered 1 60, and each zone is 6 wide in longitude For example, the US mainland goes from Zone 10 to 19 (Figure 611) Within each zone is superimposed a square grid, and although the zone lines converge toward the poles, the grid lines do not; therefore, as one travels north from the equator, the grid becomes smaller, although the grid squares remain the same A tool for converting latitude/longitude coordinates to coordinates in meters on a Transverse Mercator projection can be found on the Internet UTM uses two coordinates, easting and northing, to determine a location Locations within a zone are measured in meters east and west from the central meridian, and north and south from the equator A UTM

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