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The doping states of graphene have been monitored by the Vg,min to measure the minimum conductance of the graphene layer which is identified from the transfer characteristic curve.
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The resulting inequivalence of the two carbon sites leads to the opening of a non-zero gap at the Dirac points of graphene and to the generating of a non-zero mass for the Dirac fermions, which causes the decrease of the minimum conductance (nine orders of magnitude).
A district of minimum conductance versus gate voltage as a basic constant relative to the electron charge in bulk graphite (q) and Planck's constant (h) is defined by G0 = 2q2/h[38].
The conductance of graphene at the Dirac point indicates minimum conductance at a charge neutrality point which depends on temperature.
Voltage-dependent activation curves were fit with the Boltzmann equation: G = Gmin+ (Gmax − Gmin)/(1 + exp(V − V1/2)/ S)), where Gmax is the maximum conductance, Gmin is the minimum conductance, V1/2 is the voltage for reaching 50% of maximum conductance and S is the slope factor.
At the transition point where the density of electron and hole are the same, the minimum conductance (Vgmin) is detected.
The minimum conductance is observed at the transition point between electron and hole doping.
It is concluded that there exists an optimal circulating water flow rate with the minimum total thermal conductance of the system.
In a subsequent work, Miranda et al. proposed a simple current voltage model based on the quantized constriction of RRAM (Fig. 21) and explained the minimum unit of conductance of 0.5 G 0. The left-going current I − and right-going current I + were respectively calculated as: Fig. 21 E k relationship for a narrow and b wide constriction, respectively [179].
Quantum conductance of graphene nanoribbons with edge defects.
The conductance of the antiaromatic complex is further modulated electrochemically, demonstrating its potential as a high-conductance transistor.
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