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Problem 16-24 Suppose a parallel RX circuit (shown by the generic block diagram of Fig 16-12) has R = 300 and X = 200 The ac supply voltage is 500 V rms What is the total current drawn from the ac supply First, find the square of the absolute-value impedance, remembering the formula for parallel circuits: Z 2 = R 2X 2/(R 2 + X 2) = 360,000/1300 = 277 The absolute-value impedance Z is the square root of 277, or 166 The total current is therefore I = E/Z = 50/166 = 301 A rms Problem 16-25 What are the rms currents through the resistance and the reactance, respectively, in the circuit described in Problem 16-24 The Ohm s Law formulas for dc will work here For the resistance, IR = E/R = 500/300 = 167 A rms For the reactance, IX = E/X = 500/( 200) = 25 A rms Note that these currents don t add up to 301 A, the total current The reason for this is the same as the reason ac voltages don t add arithmetically in ac circuits that contain reactance The constituent currents, IR and IX, differ in phase Vectorially, they add up to 301 A rms, but arithmetically, they don t

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The purpose of this section is to describe how the IMU outputs will be processed to provide the inertial navigation estimate of the vehicle state and how that estimate will be used to predict the outputs of the aiding sensors

Given the kinematic equations summarized in eqns (125 127), the inertial navigation system will propagate the state estimate through time using the equations pt e vp p = Rt ve p

(1220) (1221) (1222)

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Spread Spectrum In spread-spectrum communications, the main carrier frequency is rapidly varied independently of signal modulation, and the receiver is programmed to follow As a result, the probability of catastrophic interference, in which one strong interfering signal can obliterate the desired signal, is near zero It is difficult for unauthorized people to eavesdrop on a spread-spectrum communications link unless they gain access to the sequencing code, also known as the frequency spreading function Such a function can be complex, and can be kept secret If the transmitting and receiving operator do not divulge the function to anyone, and if they do not tell anyone about the existence of their contact, then no one else on the band will know the contact is taking place During a spread-spectrum contact between a given transmitter and receiver, the operating frequency can fluctuate over a range of kilohertz, megahertz, or tens of megahertz As a band becomes occupied with an increasing number of spread-spectrum signals, the overall noise level in the band appears to increase Therefore, there is a practical limit to the number of spread-spectrum contacts that a band can handle This limit is roughly the same as it would be if all the signals were constant in frequency, and had their own discrete channels A common method of generating spread spectrum is frequency hopping The transmitter has a list of channels that it follows in a certain order The receiver must be programmed with this same list, in the same order, and must be synchronized with the transmitter The dwell time is the interval at which the frequency changes occur, which is the same as the length of time that the signal remains on any given frequency The dwell time should be short enough so that a signal will not be noticed, and not cause interference, on any frequency There are numerous dwell frequencies, so the signal energy is diluted to the extent that, if someone tunes to any particular frequency in the sequence, the signal is not noticeable Another way to get spread spectrum, called frequency sweeping, is to frequency-modulate the main transmitted carrier with a waveform that guides it up and down over the assigned band This FM is independent of signal intelligence A receiver can intercept the signal if, but only if, its tuning varies according to the same waveform, over the same band, at the same frequency, and in the same phase as that of the transmitter.

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ip it ip tp where p = p p , ap and p are de ned in Section 1232, and 0, sin( )] where represents the computed latitude t it = ie [cos( ), The inertial navigation system integrates at the IMU sample rate of 150 Hz

Given the accelerometer measurements ua and gyro measurements ug , the platform frame acceleration and angular rate vectors are computed as ap ip p = ua + gp ba = ug bg (1223) (1224)

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