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Abstracts Book - IMRC 2018

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• SD1-P015<br />

TUNNELING I-V CHARACTERISTICS FOR A SUPERCONDUCTOR-<br />

INSULATOR-HALF-METAL JUNCTION<br />

Alfredo Mamian Mamian 1 , Jesus Heiras 2 , Gilberto Bolaños 1<br />

1 Universidad del Cauca, Laboratorio de Fisica de Bajas Temperaturas, Departamento de<br />

Ingenieria Fisica, Colombia. 2 Universidad Nacional Autónoma de México, Centro de<br />

Nanociencias y Nanotecnologia, Mexico.<br />

Half-metals, HM, are compounds with a 100% spin polarization in one direction:<br />

they are metallic for one spin direction but insulators, or semiconductors, for the<br />

other direction. From the viewpoint of the density of states (DOS) it is finite at the<br />

Fermi level for one spin direction and zero, or negligible small, for the other.<br />

Therefore, there is a band gap for one the spin direction. Experimentally it has been<br />

observed CrO2 exhibits a polarization greater than 97% at 4K, which makes it a<br />

strong candidate for spin valves and other spintronic devices including sensors and<br />

magneto optical reading and writing data storage devices. The significant advances<br />

recently made in the fabrication of thin films, as well as in the development of new<br />

and more efficient theoretical simulations for studying solids have reactivated the<br />

research in half-metals in themselves and the studies in the development of devices<br />

that use their properties. In this work the current vs. voltage characteristics, I-V, for<br />

a Superconductor-I-Half-metal (SIHM) have been calculated with a simple and<br />

straightforward procedure. It essentially involves a product of the corresponding<br />

DOS for both electrodes of the junction at a given voltage, taking into account the<br />

proper values for the Fermi function (at T = 0 K). CrO2 and a hypothetical BCS<br />

superconductor have been used as electrodes separated by a perfect insulator to<br />

form the tunnel junction. The DOS for the half-metal has been digitized to include<br />

all the details in the calculation. The equation used to evaluate the current at each<br />

voltage is:<br />

which gives the current for electrons striking the junction with an energy Ex and with<br />

total energy Et, D(Ex,Et) is the transmission coefficient, f(E) the Fermi-Dirac<br />

distribution function and ρ(E) is the density of states for electrodes 1 and 2. It is<br />

shown that the results for IV obtained reveal important aspects of the properties of<br />

half-metals when certain conditions are imposed on the tunneling current.<br />

Keywords: Tunnel junction, Half metals, Density of states<br />

Presenting authors email: amamianm@unicauca.edu.co

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