Details

Autor(en) / Beteiligte

• Arpaia, Riccardo
• Martinelli, Leonardo
• Sala, Marco Moretti
• Caprara, Sergio
• Nag, Abhishek
• Brookes, Nicholas B.
• Camisa, Pietro
• Li, Qizhi
• Gao, Qiang
• Zhou, Xingjiang
• Garcia-Fernandez, Mirian
• Zhou, Ke-Jin
• Schierle, Enrico
• Bauch, Thilo
• Peng, Ying Ying
• Di Castro, Carlo
• Grilli, Marco
• Lombardi, Floriana
• Braicovich, Lucio
• Ghiringhelli, Giacomo

Titel

Signature of quantum criticality in cuprates by charge density fluctuations

Ist Teil von

• Nature communications, 2023-11, Vol.14 (1), p.7198-7198, Article 7198

Ort / Verlag

London: Nature Publishing Group UK

Erscheinungsjahr

2023

Quelle

Alma/SFX Local Collection

Beschreibungen/Notizen

• The universality of the strange metal phase in many quantum materials is often attributed to the presence of a quantum critical point (QCP), a zero-temperature phase transition ruled by quantum fluctuations. In cuprates, where superconductivity hinders direct QCP observation, indirect evidence comes from the identification of fluctuations compatible with the strange metal phase. Here we show that the recently discovered charge density fluctuations (CDF) possess the right properties to be associated to a quantum phase transition. Using resonant x-ray scattering, we studied the CDF in two families of cuprate superconductors across a wide doping range (up to p  = 0.22). At p * ≈ 0.19, the putative QCP, the CDF intensity peaks, and the characteristic energy Δ is minimum, marking a wedge-shaped region in the phase diagram indicative of a quantum critical behavior, albeit with anomalies. These findings strengthen the role of charge order in explaining strange metal phenomenology and provide insights into high-temperature superconductivity. It has been suggested that the strange metal phase in cuprates stems from a quantum critical point slightly above optimal doping. By resonant x-ray scattering in two cuprate families in a wide doping range, Arpaia et al. show that charge density fluctuations could be associated with this quantum critical point.