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Apparatus and method for acquiring spread-spectrum signals

  • US 7,471,717 B2
  • Filed: 05/17/2004
  • Issued: 12/30/2008
  • Est. Priority Date: 05/17/2004
  • Status: Active Grant
First Claim
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1. An apparatus for acquiring spread-spectrum signals comprising:

  • a decimator means for generating a plurality of samples based on the spread-spectrum signal;

    a serial-to-parallel converter means connected to the decimator means for grouping a plurality of samples into a word;

    a first memory means with a data width for storing the word;

    a correlation engine means having a plurality of partial correlation modules connected to the first memory, said correlation engine means for calculating a partial correlation between the word and a PN code segment, wherein the partial correlation module comprises;

    a plurality of multipliers and an adder for calculating an inner product of the word and the PN code segment to produce the partial correlation; and

    an accumulator means for accumulating a plurality of partial correlations to produce a complete correlation;

    a coherent integrator means connected to the correlation engine means for accumulating a plurality of complete correlations to generate a coherent integration;

    an incoherent integrator means connected to the coherent integrator means for accumulating a plurality of coherent integrations to generate an incoherent integration; and

    a signal detector means connected to the incoherent integrator means for checking the presence of the spread-spectrum signal based on the incoherent integration, said incoherent integrator means comprises;

    an incoherent memory means for storing the incoherent integration;

    a first squaring means for squaring an in-phase component of the coherent integration;

    a second squaring means for squaring a quadrature component of the coherent integration;

    a third squaring means for squaring a previous incoherent integration;

    an adding means for summing outputs of the first, second and third squaring means for generating a squared value; and

    a square-root means for taking a square-root of the squared value to generate the incoherent integration and for halving a number of bits required for storing the output from the adding means.

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