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首页> 外文期刊>Journal of Low Power Electronics >Architecture and Robust Control of a Digital Frequency-Locked Loop for Fine-Grain Dynamic Voltage and Frequency Scaling in Globally Asynchronous Locally Synchronous Structures
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Architecture and Robust Control of a Digital Frequency-Locked Loop for Fine-Grain Dynamic Voltage and Frequency Scaling in Globally Asynchronous Locally Synchronous Structures

机译:全局异步局部同步结构中细粒度动态电压和频率缩放的数字锁频环的体系结构和鲁棒控制

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摘要

A small area fast-reprogrammable Digital Frequency-Locked Loop (DFLL) engine is presented as a solution for the Dynamic Voltage and Frequency Scaling (DVFS) circuitry in Globally Asynchronous Locally Synchronous (GALS) architectures implemented in 32 nm CMOS technology. The DFLL control is designed so that the closed-loop system is able to cope with process variability while it rejects temperature changes and supply voltage slow variations. Therefore the DFLL is made of three main blocks, namely a Digitally Controlled Oscillator (DCO), a "sensor" that measures the frequency of the signal at the output of the DCO and a controller. A strong emphasis is set on the loop filter architecture choice and the tuning of its parameters. An analytical model of the DCO is deduced from accurate Spice simulations. The delay introduced by the sensor is also taken into account to design. From these models, an optimal and robust controller with a minimum implementation area is developed. Here, "optimal" means that the controller is computed via the minimization of a given criterion while the "robustness" capability ensures that the closed-loop system is tolerant to process and temperature variations in a given range. Therefore, performances of the closed-loop system are ensured whatever the system characteristics are in a given range.
机译:提出了一种小面积快速可重编程数字锁频环(DFLL)引擎,作为以32 nm CMOS技术实现的全局异步本地同步(GALS)架构中的动态电压和频率缩放(DVFS)电路的解决方案。 DFLL控制系统的设计使闭环系统能够应对工艺变化,同时又能抑制温度变化和电源电压缓慢变化。因此,DFLL由三个主要模块组成,分别是数控振荡器(DCO),测量DCO输出处信号频率的“传感器”和控制器。重点放在环路滤波器架构的选择及其参数的调整上。 DCO的分析模型是根据精确的Spice模拟得出的。在设计中还考虑了传感器引入的延迟。从这些模型中,开发出了具有最小实现面积的最优且鲁棒的控制器。此处,“最佳”表示通过给定标准的最小化来计算控制器,而“鲁棒性”功能可确保闭环系统能够承受给定范围内的过程和温度变化。因此,无论系统特性在给定范围内如何,都能确保闭环系统的性能。

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