Transmittances of T-like and X-like narrow quantum wire intersections are derived analytically by reducing the Schrödinger equation to Laplace and applying conformal mappings.
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Benchmarking of single-stage, series-linear, logarithmic, and cascaded I-V amplifiers for STM-BJ and MCBJ techniques shows practical trade-offs in sensitivity, noise, and dynamic range.
A modified Drude model for quasi-particles yields a generalized quantum unit of conductance for multiple current types by relating Planck's constant to a statistics-adjusted classical action h_s, while extending diffusion to quantum and relativistic regimes.
citing papers explorer
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Theory of transmittance of narrow quantum wires intersection in 2D systems
Transmittances of T-like and X-like narrow quantum wire intersections are derived analytically by reducing the Schrödinger equation to Laplace and applying conformal mappings.
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Benchmarking Current-to-Voltage Amplifiers for Quantum Transport Measurements
Benchmarking of single-stage, series-linear, logarithmic, and cascaded I-V amplifiers for STM-BJ and MCBJ techniques shows practical trade-offs in sensitivity, noise, and dynamic range.
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The fundamental units of generalized quantum conductance and quantum diffusion
A modified Drude model for quasi-particles yields a generalized quantum unit of conductance for multiple current types by relating Planck's constant to a statistics-adjusted classical action h_s, while extending diffusion to quantum and relativistic regimes.