Internal, near-surface, and scattered electromagnetic fields for a layered spheroid with arbitrary illumination.

Applied optics · 2001 · Unclear · Insufficient evidence

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UnclearInsufficient evidencePaper 3854

A spheroidal coordinate separation-of-variables solution is presented to determine internal, near-surface, and scattered electromagnetic fields for a layered prolate or oblate spheroid under arbitrary monochromatic illumination (e.g., plane wave or focused Ga…

Study snapshot

PublicationApplied optics · 2001
Study typeengineering
Reported directionUnclear
Evidence ratingInsufficient

Abstract

A spheroidal coordinate separation-of-variables solution has been developed for the determination of internal, near-surface, and scattered electromagnetic fields of a layered spheroid (either prolate or oblate) with arbitrary monochromatic illumination (e.g., plane wave or focused Gaussian beam). Calculated results are presented for layered 2:1 axis ratio prolate and oblate spheroids with an equivalent sphere size parameter of 20.

Machine Enhanced Logic

AI evidence extraction

Structured fields below were generated from the paper’s abstract and metadata to make the evidence easier to inspect. Automated extraction may be incomplete or incorrect; verify important details against the original paper.

Study typeengineering
Effect directionunclear
PopulationNot supplied
Sample sizeNot supplied
ExposureNot supplied
Evidence strengthInsufficientConfidence: 74% · Peer reviewed: yes

Main findings

A spheroidal coordinate separation-of-variables solution is presented to determine internal, near-surface, and scattered electromagnetic fields for a layered prolate or oblate spheroid under arbitrary monochromatic illumination (e.g., plane wave or focused Gaussian beam). Example calculated results are shown for layered 2:1 axis ratio prolate and oblate spheroids with an equivalent sphere size parameter of 20.

Outcomes measured

  • Internal electromagnetic fields (modeled)
  • Near-surface electromagnetic fields (modeled)
  • Scattered electromagnetic fields (modeled)

Limitations

  • No biological population or health outcomes described
  • Frequency and exposure metrics (e.g., MHz, SAR) not specified in the abstract
  • Results described as calculated/modeling examples without validation details in the abstract
View raw extracted JSON
{
  "study_type": "engineering",
  "exposure": {
    "band": null,
    "source": null,
    "frequency_mhz": null,
    "sar_wkg": null,
    "duration": null
  },
  "population": null,
  "sample_size": null,
  "outcomes": [
    "Internal electromagnetic fields (modeled)",
    "Near-surface electromagnetic fields (modeled)",
    "Scattered electromagnetic fields (modeled)"
  ],
  "main_findings": "A spheroidal coordinate separation-of-variables solution is presented to determine internal, near-surface, and scattered electromagnetic fields for a layered prolate or oblate spheroid under arbitrary monochromatic illumination (e.g., plane wave or focused Gaussian beam). Example calculated results are shown for layered 2:1 axis ratio prolate and oblate spheroids with an equivalent sphere size parameter of 20.",
  "effect_direction": "unclear",
  "limitations": [
    "No biological population or health outcomes described",
    "Frequency and exposure metrics (e.g., MHz, SAR) not specified in the abstract",
    "Results described as calculated/modeling examples without validation details in the abstract"
  ],
  "evidence_strength": "insufficient",
  "confidence": 0.74,
  "peer_reviewed_likely": "yes",
  "keywords": [
    "layered spheroid",
    "prolate spheroid",
    "oblate spheroid",
    "electromagnetic fields",
    "scattering",
    "near-surface fields",
    "separation of variables",
    "monochromatic illumination",
    "plane wave",
    "Gaussian beam"
  ],
  "suggested_hubs": []
}
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AI-extracted fields are generated from the abstract and metadata and may be incomplete or incorrect. This material is for informational purposes and is not medical advice.

Identifiers and source

DOI: 10.1364/ao.40.003598
PubMed: 18360389

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