基于跨导体平方电路的离散时间非线性能量算子的CMOS实现

Julio Saldaña Pumarica, C. S. Cárdenas, E. Del-Moral-Hernandez
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引用次数: 0

摘要

本文提出了一种实现离散时间版本非线性能量算子(NEO)的策略。所提出的实现方法是基于一种电路的利用,该电路产生与输入电压的平方成正比的输出电流,我们称之为跨导体平方电路。为了避免相同电路之间不匹配的不利影响,我们建议重用单个跨导体平方电路来实现NEO公式。对NEO系统进行了评估,模拟其在合成噪声细胞外神经信号中强调神经尖峰存在的能力。该电路是针对最小通道长度为90nm的标准CMOS制造工艺设计的,其电路仿真显示每个尖峰的能耗为60pJ。仿真还表明,该电路能够以大约30 Ksample/s的速度工作,与当前最先进的神经记录系统兼容。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A CMOS implementation of the discrete time nonlinear energy operator based on a transconductor-squarer circuit
This paper presents a strategy for implementing the discrete time version of the Nonlinear Energy Operator (NEO). The proposed implementation approach is based on the utilization of a circuit that produces an output current proportional to the square of its input voltage, which we call transconductor-squarer circuit. In order to avoid adverse effects of mismatch between circuits that should be identical, we propose the reuse of a single transconductor-squarer circuit for the realization of the NEO formula. The NEO system was evaluated simulating its ability to emphasize the presence of neural spikes in a synthetic noisy extracellular neural signal. The circuit is designed aiming at a standard CMOS fabrication process with 90nm minimum channel length and its circuit simulation shows energy consumption of 60pJ per spike. Simulations also show that the circuit is capable of operating at about 30 Ksample/s, compatible with current state-of-the-art neural recording systems.
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