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Theoretical analysis demonstrates dimensional consistency in the ECM relation, confirming action units match Planck's constant across dynamic phase-state domains.
This work examines the dimensional consistency of the proposed ECM relation k₍ₓ°₎ = h(fᴘ₍ₓ°₎ / f₀₍ₓ°₎), establishing how the frequency ratio remains dimensionless while k₍ₓ°₎ retains the dimensions of Planck’s constant h across the dynamic phase-state domain.
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Soumendra Nath Thakur (2026) studied this question.
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