【摘要】 提出了一种新的噪声抵消方法——对称相关函数法。它利用时频分析中的 WVD分布分析实信号时零频处的交叉项包含有原信号的所有信息这一特性 ,定义了对称相关函数 ,并从理论上分析了它抵消平稳随机过程中与信号不相关的加性随机噪声的机理。仿真结果证明了该方法的有效性。更多还原

【Abstract】 A new method for symmetrical correlation function used to suppress additive stati onary random noise in harmonic signals is proposed. The function is derived and defined in the special case where the frequency is zero in Wigner -Ville distribution (WVD) of time-frequency analysis and the harmonic signal i s real. In this case, the WVD function includes all the information of the orig inal harmonic signals, such as frequencies, phases and amplitudes. And the addi tive noise embedded in the harmonic signals can be reduced into the WVD functio n. T he function performance to suppress additive stationary random noise is proved a nd analyzed theoretically. Assumption is that the signal and the noise are mutu ally decorrelated. Some examples are shown. Simulational results prove that th e method is more effective and better than conventional cor relation function when it is used to suppress additive noise.更多还原