2013
DOI: 10.1109/ted.2013.2260546
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Model Order Reduction for Multiband Quantum Transport Simulations and its Application to p-Type Junctionless Transistors

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Cited by 26 publications
(27 citation statements)
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“…The reduced basis V i (i is arbitrary here) is constructed by sampling the Bloch modes evenly in the Brillouin zone (at k = 0, ±π/4, ±2π/4, and ±3π/4 [1/nm]), with the energy E ∈ [−0.5eV, 1.7 eV], which results in N m = 262 modes. Note that the modes at negative k can be obtained by a transformation of those at positive k [10]. Clearly, the reduced Hamiltonian reproduces quite well the dispersion bands in that energy window (except at the very bottom, which can be improved by sampling a slightly larger energy window or more k points), demonstrating that the k space sampling is effective.…”
Section: Spurious Band Eliminationmentioning
confidence: 78%
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“…The reduced basis V i (i is arbitrary here) is constructed by sampling the Bloch modes evenly in the Brillouin zone (at k = 0, ±π/4, ±2π/4, and ±3π/4 [1/nm]), with the energy E ∈ [−0.5eV, 1.7 eV], which results in N m = 262 modes. Note that the modes at negative k can be obtained by a transformation of those at positive k [10]. Clearly, the reduced Hamiltonian reproduces quite well the dispersion bands in that energy window (except at the very bottom, which can be improved by sampling a slightly larger energy window or more k points), demonstrating that the k space sampling is effective.…”
Section: Spurious Band Eliminationmentioning
confidence: 78%
“…To approximate the band structure over that small region, V i then consists of the Bloch modes with energy lying in that region. Multiplepoint construction based on k space sampling and (or) E space sampling can be employed [10]. Here, k space sampling is adopted since E space sampling is more costly and that the eight-band matrix is much larger than the six-or three-band case.…”
Section: B Model Order Reductionmentioning
confidence: 99%
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“…Reference [33] studied the SS and DIBL degradation with channel thickness and length scaling down. The quantum effect has been considered in the calibrated 7-nm FinFET 3-D quantum correction model.…”
Section: F Curved Channel Modeling and Other Effect Estimationmentioning
confidence: 99%