In order to solve problems in high dynamic environment, a frequency-locked loop （FLL） assisted phase-locked loop （PLL） is put forward for carrier tracking. On the basis of the analysis of discriminators, the total...In order to solve problems in high dynamic environment, a frequency-locked loop （FLL） assisted phase-locked loop （PLL） is put forward for carrier tracking. On the basis of the analysis of discriminators, the total phase error of the tracking loop is analyzed and a general error expression is derived. By using linearization and Jaffe-Rechtin coefficients, the performance of a special first order FLL-assisted second order PLL is analyzed to get a closed expression. Analysis results and simula- tions show that there exist an optimal FLL loop bandwidth and a optimal PLL loop bandwidth which can make the phase jitter much less than that when the PLL is used alone.展开更多
针对传统锁频环-锁相环跟踪算法中环路状态转换过渡中出现频率阶跃的问题,提出了一种采用锁频环和锁相环联合捕获的方式替代单一锁频环进行捕获的改进算法,同时对环路状态转换的门限进行了推导。仿真结果表明,改进的算法在转换过程中更...针对传统锁频环-锁相环跟踪算法中环路状态转换过渡中出现频率阶跃的问题,提出了一种采用锁频环和锁相环联合捕获的方式替代单一锁频环进行捕获的改进算法,同时对环路状态转换的门限进行了推导。仿真结果表明,改进的算法在转换过程中更加平稳,环路性能得到了优化。在信噪比为-10 d B且存在加加速度时跟踪环路在转换时没有出现频率阶跃,达到了设计目的。展开更多
文摘In order to solve problems in high dynamic environment, a frequency-locked loop （FLL） assisted phase-locked loop （PLL） is put forward for carrier tracking. On the basis of the analysis of discriminators, the total phase error of the tracking loop is analyzed and a general error expression is derived. By using linearization and Jaffe-Rechtin coefficients, the performance of a special first order FLL-assisted second order PLL is analyzed to get a closed expression. Analysis results and simula- tions show that there exist an optimal FLL loop bandwidth and a optimal PLL loop bandwidth which can make the phase jitter much less than that when the PLL is used alone.
文摘针对传统锁频环-锁相环跟踪算法中环路状态转换过渡中出现频率阶跃的问题,提出了一种采用锁频环和锁相环联合捕获的方式替代单一锁频环进行捕获的改进算法,同时对环路状态转换的门限进行了推导。仿真结果表明,改进的算法在转换过程中更加平稳,环路性能得到了优化。在信噪比为-10 d B且存在加加速度时跟踪环路在转换时没有出现频率阶跃,达到了设计目的。
