Nuclear

Modelled[M] modelled / diagnostic package. Hard n-edge and dual firmness are separate maps. Half-lives FORBIDDEN. Promote of freeze into the public mass table NOT APPROVED.

Nuclear Drip Lines

Diagnostic separation maps for proton and neutron edges — not a free first-principles drip theorem, and not a BE/A island-of-stability claim. [M packaging]

Last updated: 2026-08-11

Integrity (Wave A, 2026-08-11): Public drip language is a diagnostic stack, not a finished UFT certificate. The stock V4 binding-energy table remains the public mass model. Free-neutron L1 capacity and coulomb freeze are not promoted into the public calculator. Half-lives and production rates are forbidden claims here. There is no stock peak claim at Fl‑298 as an “island theorem.” The hard edge here is . It is not the lead horizon on the nuclide horizon.

Nuclear drip lines mark where nuclei become unbound to nucleon emission. In the V4 programme we separate three maps that must not be collapsed into one slogan:

  1. Proton edge — (Sp-path continuity mode; diagnostic).
  2. Neutron firmness (dual) — global free-neutron L1 capacity with soft threshold (dual3 membership).
  3. Hard neutron edge — first with freeze under topo packaging (B_nA50).

Two-neutron separation (diagnostic books differ)

Why a “simple” hard drip failed

After free-neutron channels saturate under L1, residual at Fl‑298 is essentially coulomb dilution growth, . That floor approaches only as and never hard-crosses by itself. A coulomb freeze past free capacity supplies a hard mechanism (Fl cross near ), but global freeze stresses measured mid-heavy skins — so packaging restricts engagement to large cages ().

Dual membership (dual3) — not freeze S2n > 0

Superheavy region (honest)

Under dual3, Fl‑298 is in the dual set (barely: ) while dual5 () excludes it. On the literature strip, dual3 is Fl-and-above-leaning; Hs–Cn sit below the soft thr. Hard freeze already places Fl past while dual firmness can still hold — the two maps disagree by design.

Full three-map package, window census (dual3 ≈ 285/540 p-bound cells in the scan window), and forbidden claims: SHE dual-edge package.

Integrity status: Modelled [M]

  • Not a free theorem of experimental drip lines.
  • Not a BE/A island-of-stability theorem at (114,184).
  • Half-lives / widths: FORBIDDEN on this page.
  • L1 + freeze: diagnostic packaging only — not public mass-table promote.

Source Documents

The primary research documents underlying this page. All files are freely viewable and downloadable. They represent the working research as written — including integrity tags, equations, and finding IDs.

Documents open in the CPT Research Library — a formatted viewer for all source research files.