Cyclic Shift Sequence Pairs for Range and Velocity Measurement
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Solution Overview
Problem
Existing ZC sequences in wireless communication systems have limited measurable range and velocity, necessitating a solution to increase these capabilities.
Innovation Solution
Employing a cyclic shift sequence pair with distinct root indexes and cyclic shifts based on delay and Doppler indices to form a low ambiguity zone, reducing the impact of side peaks in ambiguity functions.
Engineering Contradictions & Design Principles
Engineering Contradiction Analysis
1Device complexity
If a single ZC sequence is used for random access signal, then the sequence structure is simple and easy to generate, but the measurable range and velocity are limited
Solution Approach 1:
The patent divides a single ZC sequence into multiple sequences by using different root indices. Specifically, it employs a first ZC sequence with a first root index and a second ZC sequence with a second root index, where the root indices differ. This segmentation allows the system to measure both range and velocity simultaneously, overcoming the limitation of single-sequence measurements while maintaining manageable complexity through systematic sequence generation.
Solution Approach 2:
The patent transitions from one-dimensional range measurement using a single ZC sequence to two-dimensional joint measurement of range and velocity by introducing multiple ZC sequences with different root indices. The first ZC sequence is used for range measurement while the second ZC sequence enables velocity measurement, effectively adding a new measurement dimension without significantly increasing system complexity.
2Adaptability or versatility
If cyclic shifts are applied to increase measurement capability, then more sequence variants are available, but side peaks in ambiguity function increase causing measurement deviation
Solution Approach 1:
The patent applies different cyclic shift strategies to different sequences based on their specific roles. The first ZC sequence uses cyclic shifts optimized for range measurement with appropriate guard intervals, while the second ZC sequence uses cyclic shifts tailored for velocity measurement. This localized optimization ensures each sequence performs its specific function with high precision while minimizing side peak interference in its respective measurement domain.
Solution Approach 2:
The patent introduces a third ZC sequence with a third root index that serves as an intermediary to reduce side peak interference. This intermediate sequence helps suppress the side peaks generated by cyclic shifts in the first and second sequences, thereby improving the accuracy of timing and velocity measurements without reducing the variety of available sequences.
3Measurement precision
If multiple ZC sequences with different root indices are used, then measurable range and velocity increase, but the system complexity increases
Solution Approach 1:
The patent designs the multiple ZC sequences with different root indices to serve multiple functions simultaneously. The first ZC sequence with its first root index handles range measurement, the second ZC sequence with its second root index handles velocity measurement, and the third ZC sequence with its third root index reduces side peak interference. This multi-functional design allows the system to achieve enhanced measurement capabilities while managing complexity through systematic and standardized sequence generation and processing procedures.
Data Source
AI summary
Embodiments of this application provide a communication method, a communication apparatus, and a communication system. An example method includes: A first apparatus obtains a cyclic shift sequence pair, where the cyclic shift sequence pair includes a first sequence and a second sequence, the first sequence is obtained by performing cyclic shifts on a first root sequence respectively based on a delay cyclic shift index and a Doppler cyclic shift index, the second sequence is obtained by performing the cyclic shifts on a second root sequence respectively based on the delay cyclic shift index and the Doppler cyclic shift index, and a first root index of the first root sequence is different from a second root index of the second root sequence; and outputs the cyclic shift sequence pair.


