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1 article(s) from Krychowski, Damian

Kondo effects in small-bandgap carbon nanotube quantum dots

Patryk Florków,
Damian Krychowski and
Stanisław Lipiński

Beilstein J. Nanotechnol. 2020, 11, 1873–1890, doi:10.3762/bjnano.11.169

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Figure 1: (a, b) Ground-state maps of isolated quantum dots (U = 6 meV, δ = 1 meV·nm): (a) dot formed in a sm...

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Figure 2: Maps of the total conductance values with plotted ground-state diagrams of (a) CNTQD(24,21), (b) CN...

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Figure 3: (a, b) Spin polarization (SPC) and orbital polarization (OPC) maps of CNTQD(15,12). (c, d) Spin (M_Z...

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Figure 4: SU(3) Kondo lines of CNTQD(15,12) as functions of magnetic field and on-site energy plotted for sev...

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Figure 5: (a, d) Total conductances (a) and Kondo temperature (d) of CNTQD(15,12) plotted as a function of th...

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Figure 6: Thermoelectric quantities and conductance of CNTQD(15,12). (a) Linear TEP coefficient [Graphic 37] as a functio...

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Figure 7: Charge and spin–orbital fluctuations of CNTQD(15,12) plotted for (a) δ = 1/4 meV·nm, (b) δ = 1/2 me...

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Figure 8: Electron and hole states of (a) a carbon nanotube C(33,30) and of (b–d) a quantum dot CNTQD(33,30),...

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Figure 9: Electron–hole ground-state diagrams of CNTQD(33,30) in a slanting magnetic field (θ = 89°) for diff...

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Figure 10: Electron–hole ground-state diagrams of CNTQD(33,30) for (a) θ = 86° and (b) θ = 90° (U = 6 meV, δ =...

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Figure 11: Partial conductances of CNTQD(33,30) in slanting magnetic fields for (a–c) θ = 89°, with curves plo...

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Full Research Paper

Published 23 Dec 2020

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