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On Frequency-Weighted l2-Sensitivity Analysis and Minimization of 2-D State-Space Digital Filters Subject to l2-Scaling Constraints

机译:受l2缩放约束的二维状态空间数字滤波器的频率加权l2灵敏度分析和最小化

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摘要

The minimization problem of a frequency-weighted l2-sensitivity measure subject to l2-scaling constraints for two-dimensional (2D) state-space digital filters is formulated. First, an iterative method for solving the constrained optimization problem in question is developed by introducing a Lagrange function and applying some matrix-theoretic techniques as well as an efficient bisection method. The optimal filter structure is then synthesized so as to minimize the frequency-weighted l2-sensitivity subject to l2-scaling constraints. Finally, a numerical example is presented to illustrate the utility of the proposed technique.
机译:提出了二维(2D)状态空间数字滤波器受l 2 缩放约束的频率加权l 2 灵敏度测度的最小化问题。首先,通过引入拉格朗日函数并应用一些矩阵理论技术以及有效的二等分法,开发了一种解决上述约束优化问题的迭代方法。然后合成最佳滤波器结构,以使受l 2 缩放约束的频率加权l 2 灵敏度最小。最后,给出了一个数值示例来说明所提出技术的实用性。

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