Candidate nonlinear longitudinal–transverse coupling
A lowest-order rotational scalar candidate, not uniquely derived from FCC or LVE.
Based on the final manuscript · Chapter 3
A lowest-order rotational scalar candidate, not uniquely derived from FCC or LVE.
Chapter reference: Final collected manuscript · Chapter 3, equations (3.74), (3.75) · ASD-BOOK-ddbade997b45
Source and ID
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Return to premises and derivationAdopted source, conditions and previous versions
Final collected manuscript · Chapter 3, equations (3.74), (3.75)
A lowest-order rotational scalar candidate, not uniquely derived from FCC or LVE.
Conditions retained in this adoption
- Vanishing boundary variations; constant g_LT, K_L and λ_T.
- K_L>0 and λ_T≥2g_LT²/K_L
- Minimize over η at fixed transverse intensity.
Specific unresolved source issues
- Full gradient energy, microscopic parameters, long-range sources and stable configurations remain research tasks.
Source locators: p1240 · p1241 · p1243 · p1244 · p1245 · p1246 · p1249 · p1250 · p1251 · p1252 · p1284 · 最终合订稿 · 第三章式 (3.74)、(3.75)
Manuscript SHA-256: ddbade997b45913248e588953b1d27ccb9c7c206c3c8d992d3aef2364a64836e
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Previous source, retained as history
EM-f06476f55cae · 第三章 / Chapter 3 · (3.74)–(3.75), PDF p. 17
Dependencies
No preceding equation is recorded in this index. Consult the source topic for definitions, geometry and model scope.
Uses of this equation
Subsequent equationMutual response of the candidate couplingASD-WEB-EM-042Subsequent equationBoundedness of the local energy truncationASD-WEB-EM-043DocumentLongitudinal–Transverse Coupling