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is acceptable This is done instead of calculating C/I values and comparing them to the published objectives To remain the availability of the affected receiver acceptable despite the interference, for the range of carrier power levels between the clearair (unfaded) value and the fully faded static threshold value, in no case shall interference cause C/I to be less than T/I, unless it can be shown that the availability would still be acceptable under the interference
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Composite fade margin (CFM) is the fade margin applied to multipath fade outage equations for a digital radio link The complete expression for describing the CFM for a digital microwave radio is given by CFM = TFM + DFM + IFM + AIFM CFM = 10 log (10 TFM /10 + 10 DFM /10 + 10 IFM /10 + 10 AIFM /10 ) where TFM = thermal ( at) fade margin, the difference between the normal (unfaded) RSL and the BER = 1 10 3 DS1 loss-of-frame point DFM = dispersive fade margin, provided by the radio manufacturer from measurements It is affected by the complexity of the digital modulation scheme and the types and effectiveness of the adaptive amplitude and/or baseband time domain equalization (if any) used IFM = interference fade margin Receiver threshold degradation due to co-channel interference AIFM = adjacent-channel interference fade margin This is usually a negligible parameter except in frequency diversity and N + 1 multiline systems These four fade margins are power added to derive the CFM The longer the link, the more critical these factors become, since the system gain and composite fade margin determine the range and the reliability performance of a radio under various fading conditions Often, only the dominant terms (namely, the flat and the dispersive fade margin) are included
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(311)
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A major concern for microwave system users is how often and for how long a system might be out of service Various statistical models and analysis methods have been developed to predict and measure the outage
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and availability over a period of time Performance prediction (related to propagation effects) principally depends on the assessment of two main propagation mechanisms: multipath fading and/or attenuation due to rain Multipath fading typically gives rise to short-term outages and thus has the most impact on error performance For modeling multipath fading, propagation prediction methods have been derived that estimate the probability of single-frequency fading Rain attenuation events typically give rise to long-term outages (and therefore to unavailability) with the durations greater than 10 secs, therefore directly influencing availability of systems operating in the bands above about 10 GHz The prediction of rain outages is possible through the application of rainfall intensity statistics to modeling methods for rain attenuation The basis for the dimensioning of the links in a network is usually defined by the operational user requirement, which describes the required availability of a connection and the quality required during the available time A dimensioning standard developed by ITU is often used in order to obtain an internationally accepted availability and quality for parts of or the entire planned network ES (errored second) is defined as a second containing one or more bit errors SES (severely errored second) is defined as a 1-sec period during which the BER is worse than 1 10 3 An outage in a digital microwave link occurs with a loss of DS1 frame sync (OOF) for more than 10 secs DS1 frame loss typically occurs when the BER increases beyond 1 10 3 Outage (Unavailability) = where t = time period (expressed in seconds) SES = severely errored second, a state de ned as any 1-sec period containing a BER of 1 10 3 or greater, often accompanied by an out-of-frame DS signal, but with no service disruption Availability is expressed as a percentage as follows: A = 100 Outage (Unavailability) (313) SES 100 [%] t (312)
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Important note: A digital link is unavailable for service or perfor 3 mance prediction/verification after a ten consecutive BER > 1 10
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