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Real time implementation of a signal denoising approach based on eight-bits DWT

机译:基于八位DWT的信号去噪方法的实时实现

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The digital, real-time, implementation of de-noising technique based on Discrete Wavelet Transform(DWT)is of a great interest for many scientists. Indeed, the DWT provides effective representation to study the signal that can be described by a significant number of wavelet coefficients. Due to the orthogonality of the DWT, the noise provided has, in average, the same contribution to all obtained coefficients. During the implementation phase in the FPGA target, a judicious choice of optimization algorithms must be done on the internal logic elements, needed for the synthesis of the behavioral description of the components describing the architecture of this technique, and on the constraint of the real time in order to meet our requirement which consists of restoring the signal quality without affecting the robustness of this method. Our outlook is, among other, to further optimize this algorithm by introducing the concept of "Multi-Resolution Analysis" and the appropriate structure of multipliers based on the memories known as "Look-Up-Table" which are very efficient in terms of logic elements in order to solve the problem of information redundancy and therefore significantly simplify the calculations. Finally, to validate the results obtained, several test benches and simulations have been elaborated through "Quartus II and Modelsim" programming environments.
机译:基于离散小波变换(DWT)的数字实时降噪技术的实现对许多科学家都引起了极大的兴趣。实际上,DWT提供了有效的表示来研究可以用大量小波系数描述的信号。由于DWT的正交性,所提供的噪声平均对所有获得的系数具有相同的贡献。在FPGA目标的实施阶段,必须明智地选择内部算法元素上的优化算法,这对于描述该技术架构的组件的行为描述进行综合以及实时约束是必需的为了满足我们的要求,即恢复信号质量而不影响此方法的鲁棒性。我们的展望尤其是通过引入“多分辨率分析”的概念和基于称为“查找表”的存储器的适当乘法器结构(在逻辑方面非常有效)来进一步优化该算法。为了解决信息冗余的问题,因此大大简化了计算。最后,为了验证所获得的结果,通过“ Quartus II和Modelsim”编程环境详细阐述了几个测试台和仿真。

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