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If the 20 dB bandwidth of the hopping channel is less than 250 kHz, the system shall use at least 50 hopping frequencies and the average time of occupancy on any frequency shall not be greater than 04 seconds within a 20-second period If the 20 dB bandwidth of the hopping channel is 250 kHz or greater, the system shall use at least 25 hopping frequencies and the average time of occupancy on any frequency shall not be greater than 04 seconds within a 10-second period The maximum allowed 20 dB bandwidth of the hopping channel is 500 kHz

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The typical protected MW terminal (1 + 1) has MTBF of 2,200,000 hrs; it takes 05 hrs to do the actual repair at the remote site, and the travel time is 3 hrs With good maintenance practice and spare parts available, we can assume P = 95 % (or 095) Let us calculate unavailability of four MW hops connected in tandem (daisy-chain)

Compliances for frequency hopping for conventional and digitally modulated intentional radiators Maximum peak conducted output power of intentional radiators Operations with directional antenna gains greater than 6 dBi Limits on RF power emitted outside the frequency band Power spectral density of digitally modulated systems Hybrid systems Frequency hopping spread spectrum and channel hopping Incorporation of intelligence within a frequency hopping spread spectrum Limits of exposure to radio frequency energy levels





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MTTR = 05 + 3 + (1 095)24 = 45 hr Microwave hop (excluding all other equipment) has two terminals in series, so the unavailability is 2, 200, 000 = 4091 10 6 U HOP = 2 1 2, 200, 000 + 45 For the four-hop system, total unavailability is UTOT = 4 0000004091 = 0000016364 Total availability is ATOT = 100(1 U TOT ) = 100(1 0000016364) ATOT = 999984 % 9 It is important to notice that this number includes only microwave terminals, and all the other equipment is excluded Calculations that are more detailed should include channel banks and multiplexers, power supplies, and other items

FCC Section 15247(b) deals with maximum peak conducted output power of intentional radiators:

Total unavailability of the microwave link can then be calculated as a sum of the equipment unavailability and the unavailability due to the propagation issues (rain), ie, path unavailability

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The question that very often engineers have to answer is related to the selection of the best and most reliable network topology Each topology has its advantages and disadvantages, but here we will analyze them from the prospective of the individual microwave path availability/reliability Unavailability could be caused by hardware failures or propagation problems due to rain, or it could be a combination of both Multipath, under normal propagation conditions, typically does not cause traffic outage and therefore does not contribute to unavailability So, let us for a moment assume that all the link unavailability values are the same, ie, U, and calculate and compare average unavailability per cell site for three different network topologies Shown here is a simplified method of calculation that assumes uncorrelated failures and availability of the switching mechanism (in the ring topology) of 100 percent When we say a transport network is 100 percent restorable, we generally mean that it has a sufficient amount and distribution of spare capacity so that any single failure can be withstood without service outage In principle only dual failures can then cause any service outage There are increasing numbers of mission critical services calling for as little as 30 seconds (or less) of unavailability per year This may actually require the ability to withstand certain types of dual failures and motivates analysis of the effects of dual failures on single failure restorable designs Dual failure analysis is beyond the scope of this book and will not be discussed here

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