Determination of Power Absorption in Man Exposed to High Frequency Electromagnetic Fields by Thermographic Measurements on Scale Models
Arthur W. Guy, Michael D. Webb, Carrol C. Sorensen · 1976
Human bodies can absorb 5.63 W/kg from 31 MHz radiation at modest field strengths, confirming frequency-dependent absorption patterns.
Plain English Summary
Researchers used thermographic measurements on scale models to determine how much radiofrequency energy the human body absorbs when exposed to high frequency electromagnetic fields. They found that exposure to 31 MHz radiation at 10 mW/cm² could produce peak absorption rates as high as 5.63 W/kg in humans. The study confirmed that power absorption increases with the square of frequency below 31 MHz.
Why This Matters
This 1976 study represents foundational research in understanding how human bodies absorb electromagnetic energy, establishing measurement techniques still used today. The finding that 31 MHz radiation at relatively modest field strengths can produce absorption rates of 5.63 W/kg is significant because it demonstrates how efficiently the human body can absorb RF energy at certain frequencies. What makes this particularly relevant is that many modern devices operate in frequency ranges where similar absorption patterns occur. The research methodology using scale models and thermographic imaging became a standard approach for SAR (Specific Absorption Rate) measurements that now guide safety limits for wireless devices. The confirmation that absorption increases with frequency squared below 31 MHz helps explain why regulatory agencies pay close attention to frequency-specific exposure limits.
Exposure Information
Specific exposure levels were not quantified in this study.
Show BibTeX
@article{determination_of_power_absorption_in_man_exposed_to_high_frequency_electromagnet_g5071,
author = {Arthur W. Guy and Michael D. Webb and Carrol C. Sorensen},
title = {Determination of Power Absorption in Man Exposed to High Frequency Electromagnetic Fields by Thermographic Measurements on Scale Models},
year = {1976},
}