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<field name="value">Gadella, Manuel</field>
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<field name="value">Mateos Guilarte, Juan María</field>
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<field name="value">Muñoz Castañeda, José María</field>
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<field name="value">Nieto Calzada, Luis Miguel</field>
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<field name="value">Santamaría Sanz, Lucía</field>
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<field name="value">2025-01-23T08:21:56Z</field>
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<field name="value">We present a detailed study of a generalised one-dimensional Kronig–Penney model using δ- δ′&#xd;
 potentials. We analyse the band structure and the density of states in two situations. In the first case, we consider an infinite array formed by identical δ- δ′&#xd;
 potentials standing at the linear lattice nodes. This case will be known throughout the paper as the one-species hybrid Dirac comb. We investigate the consequences of adding the δ′&#xd;
 interaction to the Dirac comb by comparing the band spectra and the density of states of pure Dirac-δ&#xd;
 combs and one-species hybrid Dirac combs. Secondly, we study the quantum system that arises when the periodic potential is the one obtained from the superposition of two one-species hybrid Dirac combs displaced one with respect to the other and with different couplings. The latter will be known as the two-species hybrid Dirac comb. One of the most remarkable results is the appearance of a curvature change in the band spectrum when the δ′&#xd;
 couplings are above a critical value.</field>
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<field name="value">This work was partially supported by the Spanish Junta de Castilla y León and FEDER projects (BU229P18 and VA137G18). L.S.S. is grateful to the Spanish Government for the FPU-fellowships programme (FPU18/00957).</field>
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<field name="value">The European Physical Journal Plus. 2020, V. 135, n. 10</field>
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