What question did this study set out to answer?

The aim is to derive the fine structure constant mechanically through the Universal Sheet Tension Model.

January 14, 2026Open Access

Mechanical Derivation of the Fine Structure Constant: The 137th Harmonic Rupture Limit

Key Points

The aim is to derive the fine structure constant mechanically through the Universal Sheet Tension Model.
Developed a deterministic mechanical approach to derive the fine structure constant.
Redefined the constant as the harmonic rupture limit in a 2D manifold framework.
Examined the relationship between vibrational nodal density and material saturation in the model.
Identified 1/137 as the ratio representing the saturation point of the 2D skin.
Provided a structural basis for electromagnetic coupling strength without fine-tuning.

Abstract

This paper provides a deterministic, purely mechanical derivation for the Fine Structure Constant (α ≈ 1/137). Utilizing the Universal Sheet Tension (UST) Model, α is redefined as the "Harmonic Rupture Limit" of the 2D manifold skins that encase 3D matter. We demonstrate that the value 1/137 represents the geometric ratio where vibrational nodal density reaches the material saturation point of the 2D skin, providing a structural explanation for electromagnetic coupling strength without the need for anthropic fine-tuning.

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Darius Puzinas

TeliaSonera (Sweden)

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Mechanical Derivation of the Fine Structure Constant: The 137th Harmonic Rupture Limit

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Abstract

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