Does ferroelectric quantum criticality raise the T_c of SrTiO_3? · revision history
Revision 2
Accepted · core change · record
Changes against revision 1:
- Title · changed
- Revision 1: Does ferroelectric quantum criticality raise the $T_{c}$ of SrTiO3
- Revision 2: Does ferroelectric quantum criticality raise the $T_{c}$ of $\mathrm{SrTiO_3}$?
- Plain · changed
- Revision 1: SrTiO3 is close to becoming ferroelectric, meaning its ions almost shift to create a permanent electric dipole. Pushing it closer, by replacing oxygen-16 with oxygen-18 or adding calcium, raises its superconducting temperature, and the reason is debated.
- Revision 2: $\mathrm{SrTiO_3}$ is close to becoming ferroelectric, meaning its ions almost shift to create a permanent electric dipole. Pushing it closer, by replacing oxygen-16 with oxygen-18 or adding calcium, raises its superconducting temperature, and the reason is debated.
- Precise · changed · core
- Revision 1: 18O substitution, Ca substitution and strain move n-doped SrTiO3 toward its ferroelectric quantum critical point and raise $T_c$, in some reports by about a factor of 2. Determine whether the enhancement is caused by pairing through the critical soft transverse-optical mode, which electron-phonon coupling is responsible (linear Rashba-type or bilinear two-phonon), and where $T_c$ peaks relative to the critical point (paraelectric side, at criticality, or inside the polar phase). An answer is a mechanism with a quantitative fit of $T_c$ versus distance to criticality and carrier density.
- Revision 2: 18O substitution, Ca substitution and strain move n-doped $\mathrm{SrTiO_3}$ toward its ferroelectric quantum critical point and raise $T_c$, in some reports by about a factor of 2. Determine whether the enhancement is caused by pairing through the critical soft transverse-optical mode, which electron-phonon coupling is responsible (linear Rashba-type or bilinear two-phonon), and where $T_c$ peaks relative to the critical point (paraelectric side, at criticality, or inside the polar phase). An answer is a mechanism with a quantitative fit of $T_c$ versus distance to criticality and carrier density.
- Settled by
- Measurement of $T_{c}$ across the ferroelectric critical point at fixed n under continuous tuning (stress or isotope fraction) compared with a soft-mode pairing calculation with no free couplings.
- Kind
- phenomenon
- Answer type
- mechanism
- References
- (empty)
- Literature status
- open
- Status note
- (empty)
- Posed since
- 2015
Decisions
- Accept · 2026-10-15 · record