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Figure 89: Phase tracking variables Top Plot of ltered I (magnitude near 05) and Q (magnitude near 00) versus time Bottom Plot of = atan2(Q, I) versus time angle as a ranging signal Referring back to Figure 89, for t (0, 1), the integer N (t) changed twice For t (9, 10), the integer may have changed For t [15, 90] the integer N (t) is constant The ability to reliably detect loss of lock and cycle slips based on (If , Qf ) or depends in part on the signal to noise ratio The actual value of N (t) is not known and is irrelevant to the PLL For general discussion, let tl be the time at which lock is achieved and tu be the time at which lock is lost At the instant the lock is achieved, ( r (tl )) = b ( r (tl )) ( r (tl )) + N ( r (tl )) where the phase angles are now expressed in cycles During the time interval t [tl , tu ], the tracking error is small and N (t) is constant; therefore, substituting eqn (872) into eqn (874) yields the measurement model ( r (t)) = b ( r (t)) ( r (t)) + N ( r (tl )) = c ( r (t)) s ( r (t)) ( r (t)) + N ( r (tl )) r

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Buy: If the index or stock crosses above the 50-day or 200day moving average, that could be a signal to buy Sell: If the index or stock crosses below the 50-day or 200day moving average, that could be a signal to sell

(875)

Buy: When the MACD line crosses above the zero line, that could be a signal to buy Sell: When the MACD line crosses below the zero line, that could be a signal to sell Buy: When the MACD line crosses above the 9-day signal line (red or dashed line), that could be a signal to buy Sell: When the MACD line crosses below the 9-day signal line, that could be a signal to sell

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where c is the phase of the receiver oscillator, and as discussed in eqn (873) the signal ( r (t)) is the receiver carrier phase measurement The variable N ( r (tl )) is referred to as the integer ambiguity Eqn (875) and the signal s ( r (t)) are further considered in Section 8494 r 8494 Carrier Measurement Model

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The next step in the analysis is to consider the signal s ( r (t)) that repr resents the phase angle of the signal received through the GPS antenna at the receiver indicated time r (t), which is the phase of the satellite at time r t t s : r s ( r (t)) = s (t ts ) r r where the symbol ts represents the phase propagation time which is distinct from the code propagation time for the reasons discussed in Section 8441 Using eqns (842 843) and the fact that the phase and time of a clock are related as (t) = 1 (t) where f is the nominal oscillator f frequency, we have that 1 s r r r (t ts ) = t ts + s (t ts ) f 1 c ( r (t)) = t + r (t) f Proceeding from eqn (875), we have 1 ( r (t)) = f = 1 r r t + r (t ts + s (t ts )) + N ( r (tl )) f f 1 s s s (878) tr + r (t tr ) + N ( r (tl )) f f (876) (877)

Overbought: When the market (or stock) price pierces the upper band, that s an indication that the security is overbought Oversold: When the market (or stock) price pierces the lower band, that s an indication that the security is oversold

(879)

Substituting eqn (879) into eqn (878), accounting for multipath measurement errors, accounting for ephemeris errors E s as in eqn (871), and recognizing that in eqn (873) is identical to s in eqn (824), we obtain r the measurement model of eqn (825) which is written here explicitly for both L1 and L2: 1 s1 r 2 s2 r = = f2 s s s s s I + Tr + M 1 + 1 + 1 Nr1 f1 r f1 s s s s s (x, ps ) + E s c s Ir + Tr + M 2 + 2 + 2 Nr2 f2 (x, ps ) + E s c s

Overbought: If the RSI line rises above 70, that s an overbought signal Oversold: If the RSI line drops below 30, that s an oversold signal

84 GPS URE CHARACTERISTICS Common Mode Errors Ionosphere Troposphere SV Clock SV Ephemeris Non-common Mode Errors Receiver Noise Multipath URE 01 - 07 01 - 30 8-11 01 - 07 01 - 30 3-4 L1 C/A, , m 7-10 1 2 2 L1/L2, , m 1 2 2

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