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g The vector ve is not the derivative of the geographic frame position vector g x The components of the Earth relative velocity vector represented in g the geographic frame are named as ve = [vn , ve , vd ] which are the north, east, and down components of the velocity vector along the instantaneous geographic frame axes The rotation matrix Rg has the exact same form as Rt The distinction e e is that Rg is computed using the latitude and longitude de ned by the e position of the vehicle at the time of interest whereas Rt is a constant e matrix de ned by the xed latitude and longitude of the tangent plane origin It should be clear that et = 0, while eg = ig ie , where eg and ig are discussed in eqns (256) and (257), respectively Eqns (29 211) provide the relationship between xe = [x, y, z] and ( , , h) which is repeated below

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x = (RN + h) cos( ) cos( ) y = (RN + h) cos( ) sin( ) z = [RN (1 e2 ) + h] sin( )

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changes in frequency The incoming signal is first passed through a tunable, sensitive front end The output of the front end is mixed with the signal from a tunable, unmodulated LO Either the sum or the difference signal is amplified This is the first intermediate frequency (IF), which can be filtered to obtain a high degree of selectivity If the first IF signal is detected, the radio is a single-conversion receiver Some receivers use a second mixer and second LO, converting the first IF to a lower-frequency second IF This is a doubleconversion receiver The IF bandpass filter can be constructed for use on a fixed frequency, allowing superior selectivity and facilitating adjustable bandwidth The sensitivity is enhanced because fixed IF amplifiers are easy to keep in tune A superheterodyne receiver can intercept or generate unwanted signals False signals external to the receiver are called images; internally generated signals are called birdies If the LO frequencies are carefully chosen, images and birdies do not cause problems during ordinary operation of the receiver Figure 25-12 is a block diagram of a generic single-conversion superheterodyne receiver (Individual receiver designs vary somewhat) Here s what each stage does Front end: The front end consists of the first RF amplifier, and often includes LC bandpass filters between the amplifier and the antenna The dynamic range and sensitivity of a receiver are determined by the performance of the front end Mixer: A mixer stage converts the variable signal frequency to a constant IF The output is either the sum or the difference of the signal frequency and the tunable LO frequency IF stages: The IF stages are where most of the gain takes place These stages are also where optimum selectivity is obtained Detector: The detector extracts the information from the signal Common circuits are the envelope detector for AM, the product detector for SSB, FSK, and CW, and the ratio detector for FM Audio amplifier: Following the detector, one or two stages of audio amplification are employed to boost the signal to a level suitable for a speaker or headset Alternatively, the signal can be fed to a printer, facsimile machine, or computer.

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(235) (236) (237)

xe xe xe xe xe xe e + + h= , , ve = h h h Next, using eqns (278 278) it is straightforward to show that sin( ) cos( ) xe = (RM + h) sin( ) sin( ) , cos( ) cos( ) cos( ) cos( ) sin( ) xe xe = (RN + h) cos( ) cos( ) , and = cos( ) sin( ) h sin( ) 0 Therefore, x x x , , h

In a superhet, the stages preceding the first mixer must be designed so they provide reasonable gain, but produce as little noise as possible They must also be capable of handling strong signals without desensitization (losing gain), also known as overloading

With this expression and eqn (234) it is straightforward to show that (RM + h) vn g ve = ve = cos( )(RN + h) vd h

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