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measurement data and therefore result in a relationship that describes a variable s dependency under certain given conditions Empirical prediction models often provide a fair description of the fading process for distances and frequencies that lie within the dataranges for which measurements have actually been collected 32 The Loss/Attenuation Calculations The loss/attenuation calculation is composed of three main contributions: propagation, branching, and miscellaneous (or other) losses The propagation losses contribution comes from the losses due to the Earth s atmosphere and terrain eg, free-space as well as gas, precipitation (mainly rain), ground reflection, and obstacles The branching losses contribution comes from the hardware required to deliver the transmitter/receiver output to the antenna eg, waveguides as well as splitters and attenuators The miscellaneous losses contribution has a somewhat unpredictable and sporadic character, eg, sandstorms and dust storms as well as fog, clouds, smoke, and moving objects crossing the path In addition, poor equipment installation and less than perfect antenna alignment (field margin) may give rise to unpredictable losses The miscellaneous contribution normally is not calculated, but it can be considered in the planning process as an additional loss and then as part of the fade margin



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This standard defines EPC tag data formats for Generation 2 tags It defines how the EPC is encoded on the tag and how it is encoded for use in the information systems layers of the EPC Systems Network The standard includes specific encoding schemes for EPC General Identifier (GID) It also defines encoding of six other numbering systems used in global trade:





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3211 Free-Space Loss Electromagnetic waves are attenuated while propagating between two geometrically separated points The free-space path loss model is used to predict received signal strength when the transmitter and receiver have a clear, unobstructed line-of-sight path between them The attenuation is directly proportional to the square of distance and frequency and gives the free-space loss that represents most of the total attenuation caused by wave propagation effects The frequency and distance dependence of the loss between two isotropic antennas is expressed in absolute numbers by the following equation:

SGTIN (Serialized GTIN) Serialized EANUCC Global Trade Item Number SSCC EANUCC Serial Shipping Container Code GLN EANUCC Global Location Number GRAI EANUCC Global Returnable Asset Identifier GIAI EANUCC Global Individual Asset Identifier DoD US Department of Defense Number

[dB]

(31)

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When writing code, it is vital that you plan to handle any potential errors that could occur when the application is running Although an application may function perfectly when used by a developer in a development environment, countless errors could occur in an application once it is deployed An application being used by its developer in its development environment is an optimal scenario However, once an application is deployed, there s no way to calculate how a user may attempt to utilize the application and what other applications installed on the client machine or resource factors may affect the application performance As a result, most programming languages include facilities for handling errors if they occur Errors generally occur when an application is dependent on something controlled or provided externally For example, a user may provide invalid data to an application or an attempt to connect to a database, or a resource may fail if the database or resource is unavailable Error-handling code should be placed in code at any point where an error could possibly occur

The standard defines two versions for each of these six numbering schemes One version has a length of 64 bits, while the other has 96 bits Table 10-1 shows the GID-96 numbering scheme

d = distance between transmit and receive antennas (m) l = operating wavelength (m) c = speed of light in vacuum (m/s) f = frequency (Hz) It is very important to notice that the Friis free-space path loss model expressed here is valid only for distances that are in the far field of the transmitter antenna Free-space loss is always present, and it is dependent on distance and frequency The free-space loss between two isotropic antennas is derived from the relationship between the total output power from a transmitter and the received power at the receiver After converting to units of frequency and expressing it in the logarithmic (decibel) form, the equation becomes LFSL = 9245 + 20 log( fGHz ) + 20 log( dkm ) [dB] where f = frequency (GHz) d = line-of-sight (LOS) range between antennas (km) (32)

The constant 9245 becomes 9660 if miles are used instead of kilometers: LFSL = 9660 + 20 log( fGHz ) + 20 log( dmi ) [dB] (33)

The 64-bit EPC is currently approaching its sunset in favor of 96-bit EPC The EPC tag encodings include a header field followed by one or more value fields The header field defines the overall length and format of the value fields The value fields contain a unique EPC identifier and optional filter value The EPC uniform resource identifier (URI) encodings provide the means for applications software to process EPC The encoding schemes are independent of the tag types used This standard defines four different categories of URI:

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