학술논문

A 55nm, Multiple-Loop, Fast-Transient, −76.2 dB Worst-Case PSRR LDO for High-End Audio Circuits
Document Type
Conference
Source
2024 19th Conference on Ph.D Research in Microelectronics and Electronics (PRIME) Ph.D Research in Microelectronics and Electronics (PRIME), 2024 19th Conference on. :1-4 Jun, 2024
Subject
Bioengineering
Communication, Networking and Broadcast Technologies
Components, Circuits, Devices and Systems
Computing and Processing
Fields, Waves and Electromagnetics
Robotics and Control Systems
Signal Processing and Analysis
Resistors
Resistance
Transient response
Switches
Regulation
Threshold voltage
Stability analysis
folded-flipped-voltage-follower
PSRR
fast transient
adaptive biasing
variable resistance
multiple-loop
Language
Abstract
A low dropout regulator (LDO) is designed in 55nm CMOS technology. It is targeted for high-end audio applications, which present continuous-time as well as switched-capacitor building blocks. A multiple loop capacitor-less structure is proposed to cope with both high power supply rejection ratio (PSRR) and fast transient response. In particular, a folded flipped voltage follower (FFVF) output buffer presents a fast inner loop, needed to detach the error amplifier (EA) from the load capacitor $(C_{L})$ and drive this latter under fast transients. A variable resistance and adaptive biasing are developed to guarantee stability under all load conditions, including $I_{L}=0$. Moreover, a slower high-gain loop is designed to set the output potential $V_{out}$, further reducing the output impedance and improving the PSRR, line and load regulation. The proposed LDO is implemented using IO high threshold transistors and provides an output voltage $V_{out}=1\ \mathrm{V}$ from a $1.2 \mathrm{V}\pm 10\%$ supply with a minimum possible dropout $(V_{drop}^{min})$ of 80 mV. It achieves a worst-case low-frequency PSRR of −76.2 dB under Montecarlo simulations (MC) and a recovery time of 142 ns when a load spike of $800\ \mu \mathrm{A}$ is applied. Line and load regulation are 0.001 mV/V and 0.007 mV/mA. Moreover, the quiescent current $(I_{q})$ is less than $20\ \mu \mathrm{A}$ at maximum $I_{L}$.