Comments (4)
Also: doesn't work for E1 v_form (but diagram method does).
Not sure if this is the same issue
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Note: It doesn't seem like this is actually a problem with solving TDHF.
Rather, this implies the issue is in the dV equations?
See commit below; introduced a new tests for hyperfine, testing equations for \chi and \eta - and they work extremely well (implying we solve TDHF equations perfectly) - note: the \delte E is included in this, so we're not just skipping the hard part.
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Note: Seems to be different if I swap:
Xx = HF::solveMixedState(Xx.k, Fc, omega, m_vl, m_alpha, *p_core, rhs, eps_ms, nullptr, p_VBr, m_Hmag);
HF::solveMixedState(Xx, Fc, omega, m_vl, m_alpha, *p_core, rhs, eps_ms, nullptr, p_VBr, m_Hmag);
This gives opposite conclusion to last comment; implying issue is with solving equations.
Difference between these two functions is one starts from scratch, other starts from existing solution
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TDHF - physics
- Mixed-states work with non-local DiracODE? (#11)
- Issue for even-parity operators (from de?) (#3)
- Perhaps linked to (#11)
- dV conj - sometimes causes issues; + not consistent
- PNC: TDHF vs Diagram?
- Note: TDHF doesn't work for E1v, but diagram does!
TDHF - performance
- Parallelised inefficiently (#6)
- Diagram RPA: use Qk table?
- Write out to disk?
- Fewer allocations?
- Use Qk,Pk functions?
- RPAD: minor "eps" race cond?
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Related Issues (20)
- Add self-energy vertex and magnetic loop Uehling (VP vertex) HOT 1
- DiracOperator
- Correlations
- Feynman
- Hartree Fock + Wavefunction
- DiracODE
- Coulomb and Angular Tables
- B-spline stability HOT 1
- Breit, s2
- Spectrum stability with Feynman Sigma HOT 1
- StrucRad to use full RPA methods HOT 1
- Breit with RPA [probably no issue] HOT 4
- TDHF for frequency-dependent operators HOT 2
- Breit into Green's function
- Add ".amp" or similar to all binary outputs to help cleanup HOT 1
- Generalised input options for RPA (+SR) HOT 2
- Add third-order matrix element method
- Breit/Sigma memory issue HOT 1
- Catch2 error with g++ on mac HOT 2
- Numerics
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