By fitting the model parameters and stability analysis, we verify that the triggering time interval is not random but govern by the dynamic properties of the system.
经过参数拟合和稳定性分析，我们证实触发的间隔时间与系统动力学性质有关，而不是完全随机的。
Triggering time synchronization error model is derived, and based on phase noise model of frequency source, random synchronization error is considered.
本文建立了触发时间同步误差模型，结合频率源相位噪声模型，初步分析了随机型时间同步误差对成像的影响。
Triggering time synchronization error model is derived, and based on phase noise model of frequency source, random synchronization error is considered.
本文建立了触发时间同步误差模型，结合频率源相位噪声模型，初步分析了随机型时间同步误差对成像的影响。
应用推荐