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It works when you multiply Here s how a mathematician would formally state the associative law in its most basic form For any three integers a, b, and c

The purpose of this section is to provide an overview of GPS receiver operation The objective is to provide a su cient understanding to enable the discussion in the subsequent sections Modern receivers have several channels each capable of tracking a single CDMA signal The receiver schedules measurements from all the tracking channels to occur simultaneously according to the receivers indicated time r (t) Throughout this chapter the symbols r (t) and s (t) will be used to represent the receiver and satellite indicated times at GPS time t When multiple satellites or receivers are being discussed, s and r can be considered as counters over the set of satellites or receivers The signal broadcast by GPS satellite s has the form y( s ) = C s ( s )Ds ( s ) sin(2 fc s ) where C s is the PRN code assigned to the satellite, Ds is the bit sequence containing the 50 Hz data, and sin(2 fc s ) is the carrier signal All of these signals are generated according to the satellite time s (t) which is distinct for each satellite due to clock drift as discussed in Section 842 When the PRN for an available satellite is assigned to a GPS receiver channel, the receiver channel performs the following functions: generates a replica of the PRN code sequence; searches for the code phase and Doppler frequency to align the replica PRN code with the PRN code of the incoming signal; and, then adjusts channel variables to maintain the alignment of the incoming and generated PRN codes Typically, during tracking, the PRN code alignment can be maintained to less than 1% of one PRN code chip (< 3m) The receiver channel will also manipulate channel variables to acquire and track either the frequency or phase of the sinusoidal carrier of the signal at the channel input See Section 849 At the receiver indicated time r (t), for each channel, the basic channel measurements are: s (t ts ) the time of transmission of the signal by the satellite, as r marked on the signal (eg, tow, z-count) and tracked by the phase of the code generator (ie, integer and fractional chip count); r (t) the receiver indicated time; ca ( r (t)) the fractional portion of the phase carrier accumulator; and Nca ( r (t)) the whole cycle count of the phase carrier accumulator In the above expressions, t is the GPS system time and ts is the signal r transit time from the satellite to the receiver.

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(ab)c = a(bc) For instance: (3 5) 2 = 15 2 = 30 and 3 (5 2) = 3 10 = 30 This works whether the numbers are positive, negative, or 0 It also works if there are more than three numbers in a product, as long as there aren t infinitely many

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