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Design and FPGA implementation of lattice wave fractional order digital differentiator

机译:晶格分数阶数字微分器的设计及FPGA实现

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This paper deals with the design and FPGA implementation of a fractional order digital differentiator. It is realized using computationally efficient lattice wave digital filter (LWDF) which requires minimum multipliers in comparison to the direct form structure. A nature inspired ant lion optimization (ALO) algorithm is utilized to compute optimal coefficients of the LWDF based digital differentiator. The proposed LWDF based digital differentiator is compared with the existing literature in terms of magnitude response, percentage magnitude error and root mean square magnitude error. LWDF structure comprises of constant coefficient multipliers, adders and delay units which are implemented on FPGA with the help of Xilinx system generator for DSP design tool. For efficient implementation of multipliers, multiplier-less logic through digit recoding techniques such as canonic signed digit (CSD) representation and radix-2(r) encoding are described through Verilog HDL and incorporated in the implementation model as black box. Post-implementation results show that implementation based on the radix-2(r) encoding is found to be more efficient than that of the CSD encoding. The design and implementation results are also reported to highlight the improvements.
机译:本文讨论了分数阶数字微分器的设计和FPGA实现。它是使用高效计算的晶格数字滤波器(LWDF)实现的,与直接形式结构相比,该滤波器需要最小的乘法器。利用自然启发式蚁群优化(ALO)算法来计算基于LWDF的​​数字微分器的最佳系数。拟议的基于LWDF的​​数字微分器在幅度响应,百分比幅度误差和均方根幅度误差方面与现有文献进行了比较。 LWDF结构由恒定系数乘法器,加法器和延迟单元组成,它们在Xilinx DSP设计工具的系统生成器的帮助下在FPGA上实现。为了有效地实现乘法器,通过Verilog HDL描述了通过数字重新编码技术(例如,标准正负号(CSD)表示和radix-2(r)编码)的无乘法器逻辑,并将其作为黑盒纳入实现模型中。实施后的结果表明,发现基于radix-2(r)编码的实现比CSD编码更有效。还报告了设计和实施结果,以突出改进之处。

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