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The Parameter Determination in the Design of 3-D Spherically Symmetric FIR Filters via the McClellan Transformation 被引量:1
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作者 Jin Xiaoying Li Jixing Chen Shuzhen 《Wuhan University Journal of Natural Sciences》 CAS 1998年第1期65-70,共6页
In the design of 3-D spherically symmetric FIR filters via the McClellan transformation, two methods are proposed to determine the transformation parameters. The first is to improve the original 3-D algorithm by explo... In the design of 3-D spherically symmetric FIR filters via the McClellan transformation, two methods are proposed to determine the transformation parameters. The first is to improve the original 3-D algorithm by exploiting the 2-D effective methods in 3-D. This method can change the constrained optimization algorithm into the unconstrained one and makes the design easier to realize. The second method is to solve the coupled equations under constrained conditions and a set of ideal parameters can be gotten. The design example shows that the two methods are all efficient and easier than the original algorithm. 展开更多
关键词 mcclellan transformation optimization algorithm 3-D digital filters
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An Efficient Method of N-D FIR Digital Filter Designs and Implementation
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《Wuhan University Journal of Natural Sciences》 CAS 1996年第2期199-202,共4页
All efficient method of N-D FIR digital filter designs and implementation is presented in the peper.The most interesting aspects of the work in the paper are divided into three parts:First,an efficient transformation... All efficient method of N-D FIR digital filter designs and implementation is presented in the peper.The most interesting aspects of the work in the paper are divided into three parts:First,an efficient transformation functions which have good properties are proposed.Second,the essential properties for spherically or hyperspherically symmetric filters are given.Finally,the most efficient implementatiou which exploits the structure inherent in the design is discussed. 展开更多
关键词 mcclellan transformation N-D FIR diginal filter transformation function chebyshev polynomials
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