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FPGA realization of multi-scroll chaotic oscillators

机译:多卷混沌振荡器的FPGA实现

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Chaotic oscillators have been realized using field-programmable gate arrays (FPGAs) showing good results. However, only 2-scrolls have been observed experimentally, and all reported works use commercially-available software tools for FPGA synthesis. In this manner, as a first contribution we show the FPGA realization of two multi-scroll chaotic oscillators that are characterized by their maximum Lyapunov exponent (MLE) for generating from 2-to 6-scrolls. The first multi-scroll chaotic oscillator is based on saturated function series and the second on Chua's circuit. As a second contribution, we show their hardware realization by applying two numerical methods: Forward Euler (FE) and Runge Kutta (RK). The advantage of realizing those multi-scroll chaotic oscillators is that one can avoid the use of multiplier entities, thus optimizing FPGA resources and increasing the processing speed, as we show by realizing single constant multiplication (SCM) blocks. The experiments are verified by performing co-simulation for an FPGA Spartan 3 of Xilinx. Finally, experimental results are shown for different values of MLE (already optimized) for both multi-scroll chaotic oscillators, and the FPGA used resources are listed for generating 6-scrolls when applying FE and RK. (C) 2015 Elsevier B.V. All rights reserved.
机译:使用现场可编程门阵列(FPGA)实现了混沌振荡器,并显示出良好的效果。但是,实验上仅观察到2次滚动,并且所有报道的作品都使用可商购的软件工具进行FPGA合成。以这种方式,作为第一个贡献,我们展示了两个多滚动混沌振荡器的FPGA实现,其特征是它们的最大Lyapunov指数(MLE)用于生成2到6滚动。第一个多滚动混沌振荡器基于饱和函数序列,第二个基于蔡氏电路。作为第二个贡献,我们通过应用两种数值方法展示了它们的硬件实现:正向Euler(FE)和Runge Kutta(RK)。实现这些多滚动混沌振荡器的优势在于,可以避免使用乘法器实体,从而优化了FPGA资源并提高了处理速度,正如我们通过实现单常数乘法(SCM)模块所展示的那样。通过对Xilinx的FPGA Spartan 3执行协同仿真来验证实验。最后,显示了针对两个多滚动混沌振荡器的不同MLE值(已优化)的实验结果,并列出了FPGA使用的资源,在应用FE和RK时可生成6滚动。 (C)2015 Elsevier B.V.保留所有权利。

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