论文标题
约瑟夫森连接阵列中的磁性单极和超胰岛
Magnetic monopoles and superinsulation in Josephson junction arrays
论文作者
论文摘要
电磁二元性或S偶性,通过包括诺瑟电荷和拓扑磁性单极的对称性来扩展麦克斯韦方程的对称性,是现代物理学中最基本的概念之一。在藏有库珀对的二维系统中,S偶尔表现出在超级传球的出现中,这是超导性的两种状态,在有限温度下表现出无限的耐药性。这种无限电阻背后的机制是磁性单极等离子体的线性电荷限制。该等离子体限制了电场线,将电荷 - 抗荷尔兰对与电弦连接到电弦上,类似于哈登内的夸克。然而,单极等离子体的起源仍然是一个悬而未决的问题。在这里,我们考虑一个二维的约瑟夫森连接阵列(JJA),并揭示了磁性血浆作为量子激体量产生,从而确立了二维量子隧道事件的潜在机制。我们计算弦张力和电锥的尺寸,以确定能够托管超胰岛的系统的最小尺寸。我们的发现为研究JJA和超导膜的桌面实验中的基本S偶划线铺平了道路。
Electric-magnetic duality or S-duality, extending the symmetry of Maxwell's equations by including the symmetry between Noether electric charges and topological magnetic monopoles, is one of the most fundamental concepts of modern physics. In two-dimensional systems harboring Cooper pairs, S-duality manifests in the emergence of superinsulation, a state dual to superconductivity, which exhibits an infinite resistance at finite temperatures. The mechanism behind this infinite resistance is the linear charge confinement by a magnetic monopole plasma. This plasma constricts electric field lines connecting the charge-anti-charge pairs into electric strings, in analogy to quarks within hadrons. Yet the origin of the monopole plasma remains an open question. Here we consider a two-dimensional Josephson junction array (JJA) and reveal that the magnetic monopole plasma arises as quantum instantons, thus establishing the underlying mechanism of superinsulation as two-dimensional quantum tunneling events. We calculate the string tension and the dimension of an electric pion determining the minimal size of a system capable of hosting superinsulation. Our findings pave the way for study of fundamental S-duality in desktop experiments on JJA and superconducting films.