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A sequential constrained minimax design method of IIR digital filters

机译:IIR数字滤波器的顺序约束极大极小设计方法

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The magnitude response of an unconstrained minimax infinite impulse response digital filter usually has a heavy overshoot in the transition band and large group-delay error near the passband edges. This paper imposes a constraint on the frequency responses and makes the magnitude responses in the transition bands approximate some preset monotonically increasing and/or decreasing functions as well as possible. We present a sequential constrained minimax design method that formulates the design problem as a series of constrained minimax problems with given maximum frequency response error in the transition bands. The method can not only minimizes the maximum error of frequency response on the passband and stopband, but also effectively decreases the magnitude overshoot on the transition bands and the group-delay error near the passband edges. Simulation results demonstrate the effectiveness of the proposed method.
机译:无约束的极大极小无限冲激响应数字滤波器的幅度响应通常在过渡带中具有较大的过冲,并且在通带边缘附近具有较大的组延迟误差。本文对频率响应施加了约束,并使过渡带中的幅度响应尽可能接近一些预设的单调递增和/或递减函数。我们提出了一种顺序约束最小极大值设计方法,该方法将设计问题公式化为一系列在给定的过渡带内具有最大频率响应误差的约束最小极大值问题。该方法不仅可以最小化通带和阻带上频率响应的最大误差,而且可以有效地减小过渡带上的幅度过冲和通带边缘附近的群时延误差。仿真结果证明了该方法的有效性。

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