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1 Wave length = speed of light / frequency = 300 10 (m/sec) / 900 6 10 = 033 m = 33 cm The wavelength of a sinusoidal wave is the distance between two consecutive positive peaks on the wave or a distance traveled by the wave during one complete cycle



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Unfortunately, the available rainfall data is usually in the form of a statistical description of the amount of rain that falls at a given measurement point over various time periods Important fact is the total annual rainfall in an area has little relation to the rain attenuation for the area In some cases, the greatest annual rainfalls are produced by long periods of steady rain of relatively low intensity at any given time Other areas of the country, with lower annual rates, experience thunderstorms and frontal squalls, which produce short-duration rain rates of extreme intensity The incidence of rainstorms of this type determines the rain rates for an area, and thus the high-frequency microwave link s long-term path outage time and unavailability Even the rain statistics for a day or an hour have little relationship to rain attenuation A day with only a fraction of an inch/centimeter of total rainfall may have a path outage due to a short period of concentrated, extremely high-intensity rain Another day with several inches/centimeters of total rainfall may experience little or no path attenuation, because the rain is spread over a long time period or large area The predicted annual outage may not occur for years and then accumulate over a single rainy season for a long-term average The worst rain outages occur during the heaviest thunderstorms The gulf coast area from Florida to New Orleans has the most severe thunderstorms in the US As a result, rain outages in microwave systems are most severe in the southeastern US Microwave path lengths must be reduced in these areas to maintain the path availability Cities such as Seattle, Washington and Vancouver, Canada also receive a large amount of rain However, there are few thunderstorms, so rain outage is less severe, and longer path lengths are feasible In the design of any engineering system, it is impossible to guarantee the performance under every conceivable condition Engineers set reasonable limits based on the conditions that are expected to occur at a given level of probability For example, a bridge is designed to withstand loads and stresses that are expected to occur in normal operation and to withstand the forces of wind and ground movement that are most likely to be encountered However, even the best bridge design cannot compensate for a very powerful tornado or an earthquake of unusual strength Similarly, in the design of a microwave communications link, microwave engineers include a margin to compensate for the effects of rain at a given level of availability.





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In the real world, the k-factor varies with time and location in accordance with complex physical interactions involving the refractivity gradient

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Path density (PD) is inversely proportional to (d ) PD 1/d As the distance from the source of the radiation increases, the power density decreases as the square of the distance Conductive material, usually metals, highly reflect radio waves All materials reflect some portion of the wave Only 5 percent of the signal power will be received Here s a simple way to calculate this: 13 dB = 10 dB + 3 dB At 10 dB you loose 90 percent or receive 10 percent An additional 3 dB loss will halve this signal, giving 5 percent Inductive coupling operates in near-field and uses magnetic field to transfer energy between two coupling circuits Ultra high frequency (UHF) and microwave frequencies use backscatter to communicate between interrogator and tags Losses due to fading or any such random losses are not considered in link budget calculations 27 dBm = 05 watt, 30 dBm = 1 watt, 27 dBm = 30 dBm 3 dB Subtracting 3 dB means halving the power, providing 05 watt The higher the antenna gain, the narrower the main beamwidth As the antenna gain is increased, the width of the main beam decreases but its length increases Circular polarization is the best in this situation because it will allow the fixed antenna to couple with the rotating one, regardless of the rotating antenna s orientation Minimum bending radius does not affect cable losses It provides a guide to the installer about how sharply the cable may be bent without damaging it Cable losses are directly proportional to cable length and signal frequency and inversely proportional to cable diameter

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