A complex-plane version of the Schrödinger equation defines a momentum whose poles at wavefunction zeros yield an exact quantization condition and an emergent picture of entanglement.
The two-level systems in cryogenic solids, or how to avoid stressful memories
1 Pith paper cite this work. Polarity classification is still indexing.
abstract
Structural glasses prepared by bulk quenching a liquid melt universally exhibit puzzling low-energy excitations commonly known as the ``two-level systems'' (TLSs). Recent studies indicate that ultrastable glassy films made by vapor deposition exhibit substantially fewer TLSs and, at the same time, are more stable enthalpically than conventional glasses made by quenching a melt. A similar phenomenon is observed in very stable glasses of model liquid mixtures prepared using swap Monte Carlo sampling. However, in a separate set of enthalpically stable solids, exemplified by amber matured over geological times, the two-level systems persist. In addressing this seeming conflict, we emphasize that a depletion of the TLSs, if any, means the configurational entropy of the material is lower than that of conventional glasses made by bulk-quenching a melt. Ageing does induce reduction in configurational entropy, but amber, we speculate, achieves enthalpic stabilization through increased bonding, not ageing. We separately comment on the discrepancy among existing predictions for the extent of cooperativity of the two-level systems. Several experiments are suggested to test the present picture.
fields
quant-ph 1years
2026 1verdicts
UNVERDICTED 1representative citing papers
citing papers explorer
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The Schr\"{o}dinger equation in the complex plane and quantum entanglement
A complex-plane version of the Schrödinger equation defines a momentum whose poles at wavefunction zeros yield an exact quantization condition and an emergent picture of entanglement.