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A New Form of Frequency Response Expression of FIR Digital Filters for Directly Obtaining Window Functions

机译:FIR数字滤波器的新形式的FIR数字滤波器,用于直接获取窗口函数

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A new method for obtaining series of window functions is introduced. A novel form of frequency response expression of digital filters is deduced which is sum of sinc sum functions. One of the remarkable characteristics of the form is that weights (coefficients of terms) of window functions can be directly calculated according to the expression. An example for how to find a window function is illustrated in detail. An instance of series of window functions is tabled with both window weights and filter performances. Stopband attenuation of filters is from 32db to 63db with the gap about 3db. With same performances of stopband attenuation and transition width both the order and passband ripple of filters using the new method is little better than that using Kaiser window if passband attenuation is smaller than 50db and little worse if bigger than 52db. The obtained window functions are as simple as Blackman window function. The outstanding feature of the new approach is that it can provide a very efficient way to find series of window functions with both good performances and easy calculation.
机译:介绍了一种获取系列窗口功能的新方法。推导了一种新颖的数字滤波器的频率响应表达式,这是SINC和函数的总和。形式的一个显着特征是窗口函数的权重(术语系数)可以根据表达式直接计算。详细说明如何查找窗口功能的示例。一系列窗口功能的实例用窗口重量和过滤器表达。过滤器的阻带衰减为32dB至63dB,间隙约3DB。使用新方法的过滤器的顺序和过渡宽度具有相同的停机衰减和转换宽度,如果通带衰减小于50dB,则使用kaiser窗口的顺序和通带幅度略高于,如果大于52dB,则使用kaiser窗口。所获得的窗口功能与Blackman Window功能一样简单。新方法的出色特征是它可以提供一种非常有效的方法来找到一系列窗口功能,具有良好的性能和简单的计算。

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