A computer model of temperature distribution inside a lossy sphere after microwave radiation.
Abstract
The temperature distribution inside a lossy sphere resulting from the absorption of microwave energy was approximated by successive numerical iterations. of the thermal energy equation. Heat transfer within the sphere by conduction was considered. In the model energy was not dissipated by convection but was contained in the sphere for over 200 seconds. Exposure of a 5-cm sphere to 3,000 MHz at 30 mW/cm2 for 200 seconds was calculated to produce a temperature rise of 0.56 degrees C near the front surface.
AI evidence extraction
Main findings
A numerical model of a 5-cm lossy sphere exposed to 3,000 MHz at 30 mW/cm2 for 200 seconds estimated a temperature rise of 0.56°C near the front surface, with heat transfer by conduction and no convective dissipation.
Outcomes measured
- Temperature distribution
- Temperature rise
Limitations
- Model-based (computer simulation) rather than biological/epidemiological data
- Convection was not included; energy was assumed contained in the sphere for over 200 seconds
- Results are specific to a 5-cm sphere and the modeled exposure conditions
View raw extracted JSON
{
"study_type": "engineering",
"exposure": {
"band": "microwave",
"source": null,
"frequency_mhz": 3000,
"sar_wkg": null,
"duration": "200 seconds"
},
"population": null,
"sample_size": null,
"outcomes": [
"Temperature distribution",
"Temperature rise"
],
"main_findings": "A numerical model of a 5-cm lossy sphere exposed to 3,000 MHz at 30 mW/cm2 for 200 seconds estimated a temperature rise of 0.56°C near the front surface, with heat transfer by conduction and no convective dissipation.",
"effect_direction": "harm",
"limitations": [
"Model-based (computer simulation) rather than biological/epidemiological data",
"Convection was not included; energy was assumed contained in the sphere for over 200 seconds",
"Results are specific to a 5-cm sphere and the modeled exposure conditions"
],
"evidence_strength": "insufficient",
"confidence": 0.7399999999999999911182158029987476766109466552734375,
"peer_reviewed_likely": "yes",
"keywords": [
"microwave radiation",
"temperature distribution",
"lossy sphere",
"numerical iterations",
"thermal energy equation",
"heat conduction",
"3000 MHz",
"30 mW/cm2"
],
"suggested_hubs": []
}
AI can be wrong. Always verify against the paper.
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