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A random quantum circuit is a minimally structured model to study entanglement dynamics of many-body quantum systems.We consider a one-dimensional quantum circuit with noisy Haar-random unitary gates using density matrix operator and tensor contraction methods.It is shown that the entanglement evolution of the random quantum circuits is properly characterized by the logarithmic entanglement negativity.By performing exact numerical calculations,we find that,as the physical error rate is decreased... 相似文献
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The recent report of pressure-induced structural transition and signature of superconductivity with Tc≈80 K above 14 GPa in La3Ni2O7 crystals has garnered considerable attention.To further elaborate this discovery,we carried out comprehensive resistance measurements on La3Ni2O7 crystals grown in an optical-image floating zone furnace under oxygen pressure(15 bar) using a diamond anvil cell(DAC) and cubic anvil cell(CAC)... 相似文献