Abstract

As wearable technologies redefine the way people exchange information, receive entertainment, and monitor health, the development of sustainable power sources that capture energy from the user's everyday activities garners increasing interest. Electric fishes, such as the electric eel and the torpedo ray, provide inspiration for such a power source with their ability to generate massive discharges of electricity solely from the metabolic processes within their bodies. Inspired by their example, the device presented in this work harnesses electric power from ion gradients established by capturing the carbon dioxide (CO2) from human breath. Upon localized exposure to CO2, this novel adaptation of reverse electrodialysis chemically generates ion gradients from a single initial solution uniformly distributed throughout the device instead of requiring the active circulation of two different external solutions. A thorough analysis of the relationship between electrical output and the concentration of carbon capture agent (monoethanolamine, MEA), the amount of CO2 captured, and the device geometry informs device design. The prototype device presented here harvests enough energy from a breath‐generated ion gradient to power small electronic devices, such as a light‐emitting diode (LED).

Highlights

  • Similar to stacking batteries in series, adding RED unit cells in series linearly increases the voltage of a RED stack

  • Calculating internal resistance and maximum power density The relationship between the power, voltage, current, and resistance of a system is represented by the following equations:[1]

  • For a power source with a linear I-V relationship, this condition is met with the voltage across a load (VL) equals half the Voc.[1,2]

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Summary

Introduction

Similar to stacking batteries in series, adding RED unit cells in series linearly increases the voltage of a RED stack. We used the low-power geometry compartments (Figure 4ai) and a rich solution at pH 9 for this demonstration. Using the measured VL, the internal resistance could be calculated using the following equation:

Results
Conclusion
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