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Abstract Over the past several decades, a growing body of experimental evidence has increasingly suggested that vacuum fluctuations behave not merely as abstract mathematical artifacts, but as physically measurable participants within engineered electromagnetic systems. Phenomena such as the Casimir effect, Josephson junction vacuum-noise measurements, cavity quantum electrodynamics, and the Dynamic Casimir Effect collectively indicate that vacuum interaction behavior depends

Abstract What if the vacuum is not empty—but structured—and what if that structure can be measured? Recent developments in stochastic electrodynamics (SED), boundary-condition physics, and experimentally verified phenomena such as the Casimir and Aharonov–Bohm effects suggest that electromagnetic behavior may depend not only on local field amplitudes, but also on how boundaries interact with an underlying spectrum of vacuum modes. This work presents a boundary-conditioned fi

Abstract This addendum formalizes several intermediate quantities required to transition the Extended Setterfield Stochastic Electrodynamics (SED) framework from qualitative spectral theory to predictive device-level engineering. The additions are not new physics claims but closure relations that stabilize the mathematical structure, provide measurable quantities, and enable consistent numerical forecasting while remaining fully consistent with the foundational assumptions of

Abstract The preceding whitepaper supplied explicit differential relations for zero-point pair density, spatial scaling, lifetime, and dynamic boundary modulation. With two key parameters now anchored — kr ≈ 0.23 (derived from Casimir pressure matching) and ηb ≈ 0.08 (derived from Wilson et al. dynamical Casimir photon production) — the framework becomes quantitatively predictive. Applying these relations to a prototype array of asymmetric resonators driven by GHz frequency d