Results 251 to 260 of about 6,261,798 (310)
A fully integrated smart ring for daily biochemical monitoring. [PDF]
Saha T +20 more
europepmc +1 more source
Reduction of appearance artifacts in wearable on-skin electronics. [PDF]
Liu Y +22 more
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Dual-Path Charge Transport Enables Decoupling of Electrical Performance Under Strain from the Crack Onset Strain in Ion Exchange-Doped Conjugated Polymer Films. [PDF]
He J, Shan H, Zhu Y, Zhou J, Huo H.
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Ga-Based Liquid Metals: Advances in Interface Thermal and Electrical Regulations for Power Electronics Integration. [PDF]
Liu C +8 more
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Multi-layer structures with soft (compliant) interlayers have been widely used in flexible electronics and photonics as an effective design for reducing interactions among the hard (stiff) layers and thus avoiding the premature failure of an entire ...
Rui Li, Yewang Su
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Interaction between layers by electron-electron scattering
Solid-State Electronics, 1988Abstract The “molecular dynamics” method combined with Ensemble Monte Carlo, which has previously been used to investigate the effects of electron-electron Coulomb forces in a homogenous state, is applied to a simulation of the effect of mutual Coulomb scattering of the electrons in two parallel semiconductor layers separated by a thin dielectric ...
Carlo Jacoboni, Peter J. Price
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The inter-layer local-field corrections of weakly coupled electron-electron and electron-hole layers
Journal of Physics: Condensed Matter, 1998We propose a simple analytical expression for the inter-layer local-field correction (LFC) for weakly coupled two-layer systems and develop a sum-rule version of the self-consistent approach of Singwi, Tosi, Land, and Sjolander. On the basis of the approximate approach, the inter-layer LFC is investigated for electron-electron and electron-hole layers ...
Bing Dong, X L Lei
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Static and dynamic properties of coupled electron-electron and electron-hole layers
Physical Review B, 1996We have investigated coupled layers of electron and hole liquids in semiconductor heterostructures in zero magnetic field for densities ${\mathit{r}}_{\mathit{s}}$\ensuremath{\lesssim}20 using the Singwi-Tosi-Land-Sj\"olander self-consistent formalism generalized for layers of unequal density.
NEILSON, DAVID +3 more
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