Generation of Balanced Gold Sequence Codes via Modulo-2 Addition of an m-Sequence Preferred Pair
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Resource Overview
This program generates a set of balanced Gold sequence codes by performing modulo-2 addition on a preferred pair of m-sequences. Designed for direct-sequence spread spectrum system simulations, it allows generation of different Gold sequences by modifying the initial state of the second m-sequence. The implementation utilizes bitwise XOR operations and efficient state shifting algorithms.
Detailed Documentation
This program generates a set of balanced Gold sequence codes through modulo-2 addition of a preferred pair of m-sequences. These codes are specifically designed for direct-sequence spread spectrum system simulations. By modifying the initial state of the second m-sequence, users can generate different Gold sequence variations. The implementation uses linear feedback shift registers (LFSRs) with carefully selected generator polynomials to ensure optimal cross-correlation properties. Key functions include state initialization, polynomial coefficient configuration, and bitwise XOR operations for sequence combination. This user-friendly tool provides efficient support for system simulation and testing, featuring automatic balancing verification and sequence period validation.
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