Recorded data and provenance for the associated calculation.
| created | 2026-11-04T08:13:32.526802+00:00 |
|---|---|
| code_sha256 | 2087755355f02af56f5e232c60392227fd646c31a9977793d925cb0dd750cc5a |
| review_status | author checked; independent review pending |
| check_count | 31 |
| normal_gradient_coefficient | 15/8 + pi**4/30 |
| magnetic_moment_coefficient | 0.14295428919041044697441646097554245 |
| scope | Finite prescribed field and conserved-current construction; restricted trial-energy minima, not a solved full field equation. |
View complete data
{
"created": "2026-11-04T08:13:32.526802+00:00",
"code_sha256": "2087755355f02af56f5e232c60392227fd646c31a9977793d925cb0dd750cc5a",
"review_status": "author checked; independent review pending",
"check_count": 31,
"checks": [
"radial charge measure",
"charge moment 0",
"charge quadrature 0",
"charge moment 1",
"charge quadrature 1",
"charge moment 2",
"charge quadrature 2",
"central charge density finite",
"generic congruence",
"radial and tangent blocks",
"orientation gradient integral",
"full normal gradient",
"finite positive circulation moment",
"charge preserved grade=0 branch=0",
"charge preserved grade=0 branch=1",
"charge preserved grade=2 branch=0",
"charge preserved grade=2 branch=1",
"rigid marginal continuity",
"aspect ratio",
"optimized kinetic coefficient",
"Gaussian nonlinear integral 2",
"Gaussian nonlinear integral 3",
"stationary polynomial",
"stationary energy",
"radial curvature at critical point",
"double-root threshold",
"stationary root 0",
"stationary root 1",
"first root is radial minimum",
"second root is radial maximum",
"negative trial minimum"
],
"charge_moments": [
"1",
"11/6",
"85/18"
],
"normal_gradient_coefficient": "15/8 + pi**4/30",
"magnetic_moment_coefficient": "0.14295428919041044697441646097554245",
"dimensionless_roots_a_squared": [
"0.45811502084974443012678583275929414",
"1.4943444046510784526384912628760131"
],
"scope": "Finite prescribed field and conserved-current construction; restricted trial-energy minima, not a solved full field equation."
}