Technology Description
The inventors have designed, implemented, and demonstrated an integrated circuit architecture for robust and automated detection of heartbeats from a two-electrode ECG signal. This uses sufficiently low power (~20μW) that it can be powered entirely by human body heat from a cm-scale TEG module at ~20mV, including wireless transmission of data. The architecture specifically addresses the challenge of motion artifacts, where moving cables and electrodes create changes in the measured bioelectrical signal that can lead to errors in heart beat detection. This is a common challenge for most wearable sensor devices and most bioelectrical measurements (ECG, EEC, EMG, etc.). This approach performs motion-resilient heart beat detection directly in the circuit hardware using very low average power, which enables battery-less operation using energy harvesting (as described separately in OSU-19-19). The approach could also be used to improve accuracy and extend battery life of battery-powered bioelectrical signal monitors.
Features & Benefits
- Battery-less
- Resilient to motion artifacts
- Very low power
Applications
- Heart beat biosensor
- Wearable electronics
- Health monitoring
Background of Invention
Wearable devices are expanding beyond consumer and entertainment applications, including continuous monitoring of vital signs for medical diagnostics, due to extended ambulatory measurement capabilities compared to fixed clinical environments. Continuous long-term use is difficult for battery-powered devices in a wearable form-factor, whereas ambient energy harvesting promises power autonomy to enable indefinite lifetime for true battery-less devices. However, accurate measurement of vitals under real-world motion conditions is energy intensive, making it difficult to provide reliable and medically relevant data using typical micro-watt power levels available from energy harvesting. This circuit can start up and operate at very low voltage while effectively filtering noise that results from motion of the wearer.
Status
Patent pending, seeking development partners
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)
The graph shows the accuracy of the present circuit (red) compared to actual heart rate (grey) and heart rate without mitigating motion artifacts (blue). This architecture remains very accurate with motion.