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Adaptive signal processing and correlational learning in mixed-signal VLSI.

机译:混合信号VLSI中的自适应信号处理和相关学习。

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Portable electronic systems employ adaptive signal-processing algorithms to optimize their performance while facing severe constraints in power dissipation and circuit die-area. Software and custom-digital implementations of these algorithms are large and power hungry, while traditional analog and mixed-signal VLSI circuits are unable to provided the necessary accuracy due to limitations such as charge leakage, signal offsets, and device mismatch. This dissertation examines an important class of algorithms for adaptive signal processing and presents circuits and design techniques that enable large-scale analog and mixed-signal VLSI implementations that are compact, low-power, fast, and accurate.; I present a systems analysis of the Least-Mean-Squared (LMS) algorithm. I analyze the limitations of analog and digital VLSI arithmetic and determine their impact on the performance of the algorithm. I identify techniques that enable the automatic compensation of many of these effects using the adaptation intrinsic in the application, and point out those that require explicit compensation through calibration. I present examples of such calibration circuits and validate the approach through the implementation of three signal-processing systems. These systems use analog and mixed-signal arithmetic to achieve low-power operation and good performance, and use on-chip compensation to achieve good accuracy in the presence of nonlinearities and device mismatch. The resulting systems require two orders of magnitude less power and area than comparable digital solutions.
机译:便携式电子系统采用自适应信号处理算法来优化其性能,同时在功耗和电路芯片面积方面面临严格的限制。这些算法的软件和定制数字实现体积庞大且耗电,而传统的模拟和混合信号VLSI电路由于诸如电荷泄漏,信号偏移和设备失配之类的限制而无法提供必要的精度。本文研究了用于自适应信号处理的一类重要算法,并提出了能够实现紧凑,低功耗,快速和准确的大规模模拟和混合信号VLSI实现的电路和设计技术。我介绍了最小均方(LMS)算法的系统分析。我分析了模拟和数字VLSI算法的局限性,并确定了它们对算法性能的影响。我确定了可以使用应用程序内在的自适应功能自动补偿其中许多效果的技术,并指出了需要通过校准进行显式补偿的技术。我将介绍此类校准电路的示例,并通过实施三个信号处理系统来验证该方法。这些系统使用模拟和混合信号算法来实现低功耗操作和良好的性能,并在存在非线性和器件失配的情况下使用片上补偿来实现良好的精度。与同类数字解决方案相比,最终的系统所需的功率和面积减少了两个数量级。

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