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Last modified
7/28/2009 2:37:39 PM
Creation date
4/16/2008 11:05:22 AM
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Weather Modification
Title
WMO Training Workshop on Weather Modification for Meteorologists - Lecture Notes
Date
12/1/1979
Weather Modification - Doc Type
Report
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<br />- 3:5 - <br /> <br />2.3 The target area for PEP is expected to be of the order of 104 km2, with <br />the t~tal experimental area, which will include control areas being approximately <br />5xlO 4km 2. The required raingauge network density has not yet been determined, but <br />preliminary estimates indicate that about 50 instruments will be needed for the total <br />area. The problem is treated in detail by Woodley (commencing p. of this report) <br />and the final requirements for PEP will be determined during the third phase of the <br />site selection process. <br /> <br />2.4 In view of the above, the radar precipitation measurement programme <br />should be one of the basic observational tasks of PEP. <br /> <br />2.5 Below we shall consider the main principles for radar measurement of <br />areal precipitation. <br /> <br />2.6 One of the main relationships on which the radar method for precipitation <br />measurement is based is the radar equation which relates the power of the received <br />signal with the target's back-scattering cross ~ection. Consider first the radar <br />return from a point target. If the emission from the radar has a pulse power Pt , <br />and is isotropic, it will fall over a small area At at a distance r from the radar <br />with a power of: <br /> <br />p = <br />IT <br /> <br />Pt At <br />4rr2 <br /> <br />2.7 The radar antenna is del.igned to focus the energy into a narrow beam <br />which increases the power of the emission falling on the area in comparison to the <br />isotropic case to <br /> <br />I~ 0" = <br /> <br />G Pt At <br /> <br />4rr2 <br /> <br />where G is a dimensionless multiplier called the antenna ga1n factor along the axis <br />of the beam pattern. <br /> <br />2.8 If the target scatters the received emission isotropically then the <br />power returning to the antenna, with an effective area Ae, would be equal to <br /> <br />= -- <br /> <br />= <br /> <br />G Pt At Ae <br />(4rr2)2 <br /> <br />Pr <br /> <br />P IT Ae <br /> <br />4,rr2 <br /> <br />2.9 The antenna gain factor is connected with its aperture by the <br />relationship <br /> <br />4 r Ae <br /> <br />G <br /> <br />:A 2 <br /> <br />from which it follows that <br /> <br />Pr <br /> <br />G2 :Aa <br />= Pt (47r~4 <br /> <br />. At <br />
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