Results 101 to 110 of about 3,724 (156)

Integrated Transport Analysis and Dynamic Photoexcitation of Interfacial Electronic States in Copper Phthalocyanine Nanojunctions. [PDF]

ACS Omega
Thomas A, Anand AY, Jinesh KB.
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Valley-Dependent Topological Interface States in Biased Armchair Nanoribbons of Gapless Single-Layer Graphene for Transport Applications. [PDF]

Materials (Basel)
Huang ZH, Lai JY, Wu YS.
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Symmetry-Selective Ultrafast Charge Transfer via Cyano End Groups at the PDIF-CN₂-Au(111) Interface. [PDF]

Nano Lett
Kladnik G, Cassinese A, Schio L, Goldoni A, Morgante A, Floreano L, Cvetko D.   +6 more
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A General and Modular Approach to Solid-State Integration of Zero-Dimensional Quantum Systems. [PDF]

Nano Lett
Kavand M, Phillips Z, Koll WH, Hamilton M, Perez-Hoyos E, Greer R, Ara F, Pharis D, Maleki K, Xu M, Taniguchi T, Canfield P, Flatté ME, Freedman DE, Gupta J, Johnston-Halperin E.   +15 more
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Multipassage Landau-Zener tunneling oscillations in the dual dressing of atomic qubits. [PDF]

Sci Rep
Fregosi A, Marinelli C, Gabbanini C, Biancalana V, Allegrini M, Arimondo E, Petiziol F, Wimberger S, Fioretti A, Bevilacqua G.   +9 more
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2D Magnetic Materials for Sensor Technologies. [PDF]

Sensors (Basel)
Metcalf M, Onipede B, Martinez J, Cai H.
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Length-dependent quantum interference and high thermoelectric response ferrocene-modified OPE wires. [PDF]

RSC Adv
Al-Jobory AA, Nawaf S, Lambert C, Ismael A.   +3 more
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Long-range optical coupling with epsilon-near-zero materials. [PDF]

Nat Commun
Wang D, Lu Z, Warkander S, Gupta N, Wang Q, Ci P, Guo R, Li J, Javey A, Yao J, Wang F, Wu J.   +11 more
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Compact quantum dot models for analog microwave co-simulation. [PDF]

npj Quantum Inf
Peri L, Gomez-Saiz A, Ford CJB, Gonzalez-Zalba MF.   +3 more
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Frequency dependence of resonant tunneling

AIP Conference Proceedings, 1990
The time scale in coherent resonant tunneling is investigated by calculating the Ohmic conductance versus frequency, in one-dimensional single-electron terms, for a resonant-tunneling diode. When the Fermi level is at the resonance energy, the conductance rolls off near the frequency equal to (resonance width)/(Planck’s constant).
Carlo Jacoboni, Peter J. Price
openaire   +1 more source