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Four-Tool Normal-Conducting Tokamak: Coil Loss and Plant Power Accounting

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Printed title: A Four-Tool Normal-Conducting Tokamak Architecture: Certified Coil-Loss Bounds, Free-Boundary Analysis, and Plant Power Accounting

Original byline: Mr.K · Archive author: Han Jae Jun

Date: manuscript year 2026 · Version: working manuscript, not a peer-reviewed publication.

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We examine a D–T tokamak architecture without superconducting conductors in which Gaussian spectral control, three periodic phases on T3, solid-torus plasma geometry, and a passive Möbius polarisation path act on a common RF-to-plasma energy ledger. The analysis incorporates resistive toroidal and poloidal magnets, finite-cross-section coils, temperature- dependent copper losses, current-profile matching, boundary-control fitting, RF resonance and a plant-scale electrical balance. We preserve the exact interior Grad–Shafranov construction, the finite-bandwidth RF optimisation, the certified rational dual bounds for selected finite-coil models, and the geometric shape derivatives and singular Green-kernel calculations. R15 certifies the infinite-dimensional high-frequency inverse of the fixed-boundary leading-log operator and derives a sharp robustness limit for the stipulated RF current-capacity profile. R16 proves invertibility of the entire infinite-dimensional reference leading-log boundary operator, quantifies a local neoclassical-closure incompatibility and provides sharp same-scenario electrical headroom. R17 computes an actual-to-reference finite Jacobian comparison, proves direct low/high Schur and finite robustness criteria, establishes a quantitative positive kinetic moment counterexample and three-port control rank obstruction, and closes explicit current-drive and cooling-electricity thresholds for the single R10 finite-coil power ledger. Finite matrix inverses, sampled boundary fits and logarithmic Fourier estimates are verified in their expressly specified domains; they are not extrapolated to a full function-space existence proof. Different candidate power scenarios are kept distinct: a 700-m3 conditional algebraic model, a 1200-m3 finite-coil surrogate … [source excerpt; see full PDF]

Original source PDF: 230 pages · 5210689 bytes
ZIP-member PDF SHA-256: 0585f79a740800b67bc4969cfb0e33cc85afb089f1ec1b1abeaca2b4160b4270
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Original ZIPFUSION_GTSM_R32_GREEN_PF_INTERVAL_CUMULATIVE_20261014.zip
Main PDFpdf/main/fusion-gtsm-r32-green-pf-interval-cumulative-20261014.pdf
PDF pages230
PDF SHA-2560585f79a740800b67bc4969cfb0e33cc85afb089f1ec1b1abeaca2b4160b4270
ZIP SHA-25607b4049110b3454caebdeca22abbf82bf5fb38fd2bd35b0b6343ba091d2765c3

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@unpublished{Han2026fusiongtsmr32greenpfintervalcumulative20261014,
  author = {Han Jae Jun},
  title = {Four-Tool Normal-Conducting Tokamak: Coil Loss and Plant Power Accounting},
  year = {2026},
  note = {Research source ZIP: FUSION_GTSM_R32_GREEN_PF_INTERVAL_CUMULATIVE_20261014.zip; independent theorem proof audit not certified},
  url = {https://han-jae-jun-research.vercel.app/research/fusion-gtsm-r32-green-pf-interval-cumulative-20261014.html}
}

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Original version: FUSION_GTSM_R32_GREEN_PF_INTERVAL_CUMULATIVE_20261014.zip

Main PDF SHA-256: 0585f79a740800b67bc4969cfb0e33cc85afb089f1ec1b1abeaca2b4160b4270

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