在多带信号完全重构的基础上,推导出一种并行采样多带信号时重构插值函数的确定方法.此方法是根据多带信号的频谱特点将重构插值函数的确定转化为一次线性方程组的求解.通过实例验证了重构插值函数确定方法的有效性,并进一步得出了此方...在多带信号完全重构的基础上,推导出一种并行采样多带信号时重构插值函数的确定方法.此方法是根据多带信号的频谱特点将重构插值函数的确定转化为一次线性方程组的求解.通过实例验证了重构插值函数确定方法的有效性,并进一步得出了此方法获得重构插值函数可保证总采样频率最小.Abstract：Based on the perfect reconstruction of the multi-band signal, a computing method of reconstruction function is described. This reconstructing multi-band signal from parallel sampling. Computing of reconstruction is turned to solving of linear equations. Then the validity of computing method is proven by example, and a result that the reconstruction function assures the least total sampling rate is derived.展开更多
文摘在多带信号完全重构的基础上,推导出一种并行采样多带信号时重构插值函数的确定方法.此方法是根据多带信号的频谱特点将重构插值函数的确定转化为一次线性方程组的求解.通过实例验证了重构插值函数确定方法的有效性,并进一步得出了此方法获得重构插值函数可保证总采样频率最小.Abstract：Based on the perfect reconstruction of the multi-band signal, a computing method of reconstruction function is described. This reconstructing multi-band signal from parallel sampling. Computing of reconstruction is turned to solving of linear equations. Then the validity of computing method is proven by example, and a result that the reconstruction function assures the least total sampling rate is derived.
