2014
DOI: 10.1063/1.4893378
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Influence of anharmonic phonon decay on self-heating in Si nanowire transistors

Abstract: Articles you may be interested inModeling of phonon scattering in n-type nanowire transistors using one-shot analytic continuation technique

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Cited by 11 publications
(19 citation statements)
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“…However, the modeling of non-equilibrium phonons is a difficult task for small nanowires. Recent calculations of self-heating using atomistic phonons show a decrease in the current [36].…”
Section: Power Dissipation In Silicon Nanowire Transistorsmentioning
confidence: 99%
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“…However, the modeling of non-equilibrium phonons is a difficult task for small nanowires. Recent calculations of self-heating using atomistic phonons show a decrease in the current [36].…”
Section: Power Dissipation In Silicon Nanowire Transistorsmentioning
confidence: 99%
“…Using the dispersion relation we may compute Figure 22 shows the real and imaginary parts of the selfenergy computed according to (34) and (35) for a relatively large coupling constant C 3 . (35) and (36) Note that the real part extends across the whole spectrum and is by no means negligible. In Fig.…”
Section: A Simple Einstein Model For the Self-energymentioning
confidence: 99%
“…With few exceptions [15], most of EPC with both the BTE and within NEGF assumes that the phonons can be described within the harmonic approximation, since addition of anharmonic effects significantly increases the computational burden. However, at room temperatures and above there * troels.markussen@quantumwise.com will be anharmonic contributions to the phonons for many materials.…”
Section: Introductionmentioning
confidence: 99%
“…This feature was pointed out using a super-resolvent non-linear time-dependent quantum kinetic equation based on the density matrix formalism [45][46][47], and confirmed in later studies by the NEGF formalism [41]. Electro-thermal simulations have been carried out using a variety of methodologies ranging from semiclassical [48], a blend of quantum transport with classical heat equation to a pure quantum mechanical [49] and atomistic methodologies [50]. All these methodologies have their weaknesses and strengths.…”
Section: Review Of Modelling Approachesmentioning
confidence: 92%
“…(iii) If the lattice is considered to be held at constant ambient temperature, there is no further issue; if not, the heat equation(s) driven by the heat dissipation into the phonon system must be considered self-consistently. In the most advanced modelling, this latter step has been replaced by coupling the above equations self-consistently to the phonon Green functions [50,75]. A few groups use local atomic or molecular orbitals as the basis for tight binding style Hamiltonian models, but these techniques are restricted to a few hundred atoms [76].…”
Section: Numerical Solution Of Negf Equationsmentioning
confidence: 99%