01 / Problem
This section is included in the source manuscript and the PDF build for review.
PAPER-015 / June 13, 2026 / corrected September 18, 2026
Screened Scalar Readout in Electrostatic Energy Geometries
Range-dependent null predictions for radion-style projection models
01 / Abstract
Abstract
This proposal extends the weak-field radion model to explicitly declared screened scalar potentials. The scalar normalization, stable branch, matter coupling, units, and boundary conditions must be supplied for every model. No exclusion map, numerical solve, or experimental result is released.
02 / Frame
Research Frame
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\[
(\nabla^2-m_s^2)s = -\alpha_E q(\mathbf{x})u_E(\mathbf{x})
+\frac{1}{f_s^2}\frac{\partial V_{\rm scr}}{\partial s},
\qquad u_E=\frac{\epsilon E^2}{2}.
\]
\[
\mathbf F_s = -\alpha_m c^2 \int_B \rho_B(\mathbf{x})\nabla s(\mathbf{x})\,d^3x,
\qquad
\Lambda=\{\lambda_s,\lambda_{\mathrm{screen}},L_{\mathrm{device}},L_{\mathrm{edge}}\}.
\]
03 / Structure
Paper Structure
The manuscript follows the JMP0X1B discipline: state the problem, formalize the model, name the claims, and publish enough source material for review and revision.
02 / Model
This section is included in the source manuscript and the PDF build for review.
03 / Claims
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04 / Evidence Plan
This section is included in the source manuscript and the PDF build for review.
04 / Files
Paper Files
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