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Continuous Matrix Product States Solution for the Mixing/demixing Transition in One-dimensional Quantum Fields by Quijandría, Fernando; Zueco, David is a scholarly article available to read on EtoBox.

What is Continuous Matrix Product States Solution for the Mixing/demixing Transition in One-dimensional Quantum Fields about?

We solve the mixing-demixing transition in repulsive one-dimensional bose-bose mixtures. This is done numerically by means of the continuous matrix product states variational ansatz. We show that the effective low-energy bosonization theory is able to detect the transition whenever the Luttinger parameters are exactly computed. We further characterize the transition by calculating the ground-state energy density, the field-field fluctuations and the density correlations.

Author

Quijandría, Fernando; Zueco, David

Published

2015

Language

EN