Fractional Order Low–Dropout Voltage Regulator

Sean Rocke, C. Ramlal, Arvind Singh
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Abstract

The Internet of Things offers tremendous potential to increasingly harness wireless and portable systems in everyday life. Low-dropout (LDO) linear regulators are essential components in numerous wireless and portable electronic devices and their performance in systems can be very important, given the need to power such devices particularly in scenarios with limited energy available. In this paper, the basic low–dropout regulator utilizing fractional order capacitors is investigated. A fractional order model is presented for the voltage regulator, and the corresponding transfer function is derived. From the transfer function, it is shown that the system stability performance depends upon the fractional order, offering increased flexibility in the design process, compared to the integer-order LDO regulator. Furthermore using fractional order components offers increased degrees of freedom in shaping the transfer function, beyond that of traditional pole and zero placement in integer order systems. Analytical findings are explored and validated via numerical simulations. This work provides valuable insights into the design space for using fractional order circuits to meet targeted LDO regulator system performance.
分数阶低差稳压器
物联网为在日常生活中越来越多地利用无线和便携式系统提供了巨大的潜力。低差(LDO)线性稳压器是许多无线和便携式电子设备的基本组件,它们在系统中的性能非常重要,特别是在可用能量有限的情况下需要为此类设备供电。本文研究了基于分数阶电容的基本低差稳压器。提出了稳压器的分数阶模型,并推导了相应的传递函数。从传递函数中可以看出,系统稳定性性能取决于分数阶,与整阶LDO调节器相比,在设计过程中提供了更大的灵活性。此外,使用分数阶分量在塑造传递函数方面提供了增加的自由度,超出了传统的极点和零放置在整数阶系统中的自由度。通过数值模拟对分析结果进行了探索和验证。这项工作为使用分数阶电路来满足目标LDO调节器系统性能的设计空间提供了有价值的见解。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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