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While a rectangular arrangement of holes results in 70% of the maximum thermal rectification, up to 78% of rectification was achieved using a triangular arrangement within 47.5 nm of graphene, which can be attributed to more effective phonon-hole boundary scattering with a triangular arrangement.
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A single mesoscopic ring is used for half-wave rectification, while full-wave rectification is achieved by means of two such rings, and in both cases each ring is threaded by a time varying Aharonov Bohm (AB) flux ϕ which plays a central role in the rectification action.
These data provide the most definitive evidence to date that rectification is achieved by differential regulation of the pre- and postsynaptic elements of structurally asymmetric junctions.
In particular, simulation has demonstrated that superior edge-quality can be achieved with small-tool local rectification, compared with processing of the bulk surface.
The root mean square error (RMSE) achieved during the rectification was less than 0.5 pixel.
Maybe some sort of rectification was possible.
The rectification was decreased with the higher ionic concentration.
Membrane rectification was present in the three groups.
The phenomenon of rectification was first described five decades ago [1], but the molecular mechanism has not been elucidated.
If outward rectification were due to intrinsic pore properties, then measurements of instantaneous currents to voltage steps should show the same rectification index.
A similar process called rectification is used in determining the length of a curve.
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