Abstract
Due to the flexibility of software GPS receivers, many acquisition
methods have been studied. Several of these methods were reported
previously. However, a comparison of these methods was never reported.
Some of these are suitable only for C/A code others are suitable
for both C/A and P(Y) code operation. The time domain correlation
will not be reported here because of its slow operation speed. In
this paper 7 methods will be reported and they are: 1. Circular correlation(4):
This method is applicable to both C/A code and P(Y) code. Usually
one ms (millisecond) of data is used and the correlation is performed
in the frequency domain. It can be considered as the standard method.
Using more than one ms of data will not be discussed, because simpler
methods will be used. 2 Half sized circular correlation(4): This
approach is a simplified version of the circular correlation. 3.
Data folding circular correlation(4): This method is only suitable
for C/A coded signal. It uses multiple milliseconds of data to find
weak signals. 4. Circular correlation by partition and zero padding(or
data averaging method)(5): This method is applicable to both C/A
code and P(Y) code. It can be used to find weak signals. 5. Circular
correlation by partition and superposition(5): This is a simplified
version of the circular correlation by partition. 6. Non-coherent
Circular correlation by partition (or data averaging method) or folded
partition)(3)(4): This method first uses circular correlation by
partition approach as mentioned above and then uses non-coherent
integration (summation of power). It is fast but only applicable
to strong signals. 7. Delay and multiplication method(2): It applicable
to both C/A and P(Y) coded signals. This is the fastest method, however,
it can not find very weak signals. 8. Data averaging frequency doubling
method: It is applicable to both C/A and P(Y) coded signals. This
method can find the carrier frequency of P(Y) coded signal without
time information, however, it does not find very weak signals.
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