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A Zero-Voltage Switching Technique for Minimizing the Current-Source Power of Implanted Stimulators

机译:零电压开关技术,用于最小化植入式刺激器的电流源功率

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The current-source power of an implanted stimulator is reduced almost to the theoretical minimum by driving the electrodes directly from the secondary port of the inductive link with a dedicated zero-voltage switching power supply. A feedback loop confined to the secondary of the inductive link adjusts the timing and conduction angle of switching to provide just the right amount of supply voltage needed for keeping the current-source voltage constant at or slightly above the compliance limit. Since drive is based on current rather than voltage, and supply-voltage update is near real-time, the quality of the current pulses is high regardless of how the electrode impedance evolves during stimulation. By scaling the switching frequency according to power demand, the technique further improves overall power consumption of the stimulator. The technique is implemented with a very simple control circuitry comprising a comparator, a Schmitt trigger and a logic gate of seven devices in addition to an on-chip switch and an off-chip capacitor. The power consumed by the proposed supply circuit itself is no larger than what the linear regulator of a conventional supply typically consumes for the same stimulation current. Still, the sum of supply and current-source power is typically between 20% and 75% of the conventional source power alone. Functionality of the proposed driver is verified experimentally on a proof-of-concept prototype built with 3.3 V devices in a 0.18 $mu {rm m}$ CMOS technology.
机译:通过使用专用的零电压开关电源直接从感应链路的次级端口驱动电极,可将植入式刺激器的电流源功率几乎降低至理论最小值。限制在感应链路次级侧的反馈环路可调节开关的时序和导通角,以提供恰到好处的电源电压,以保持电流源电压恒定在或略高于柔量极限。由于驱动是基于电流而不是电压,并且电源电压更新接近实时,因此电流脉冲的质量很高,无论电极阻抗在刺激过程中如何演变。通过根据功率需求缩放开关频率,该技术进一步改善了刺激器的总体功耗。该技术通过非常简单的控制电路实现,该电路包括一个比较器,一个施密特触发器和一个七个器件的逻辑门,此外还有一个片上开关和一个片外电容器。所提出的电源电路本身消耗的功率不大于常规电源的线性调节器在相同的激励电流下通常消耗的功率。尽管如此,电源和电流源功率之和通常仅占常规电源功率的20%至75%。建议的驱动程序的功能已在概念验证原型上进行了实验验证,该原型由3.3 V器件构建,尺寸为0.18 $ mu {rm m} $ CMOS技术。

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