标题： 异常磁矩增强的卡西米尔效应 显示英文标题

标题： Anomalous-magnetic-moment-enhanced Casimir effect

摘要： 我们理论研究了狄拉克费米子的异常磁矩（AMM）在磁场下对费米子卡西米尔效应的影响。我们将它表述为众所周知的利夫希茨公式的扩展。从我们的公式中，我们发现AMM增加了费米子卡西米尔能量。特别是，当AMM足够大时，最低朗道能级的无能隙行为显著增强了卡西米尔能量。我们还定量估计了在磁场下电子、μ子和组成夸克场的卡西米尔能量，并提出了有限温度和费米子密度下的可能现象。 显示英文摘要

摘要： We theoretically investigate the impact of the anomalous magnetic moment (AMM) of Dirac fermions on the fermionic Casimir effect under magnetic fields. We formulate it as an extension of the well-known Lifshitz formula. From our formula, we find that the AMM increases the fermionic Casimir energy. In particular, when the AMM is large enough, the Casimir energy is significantly enhanced by the gapless behavior of the lowest Landau level. We also quantitatively estimate the Casimir energy from electron, muon, and constituent quark fields under magnetic fields and propose possible phenomena at finite temperature and fermion density.