Metal–nonmetal transition in the copper–carbon nanocomposite films
Introduction
Transport processes in disordered materials constitute an important class of problems, in view of their relevance to understanding and modeling of a wide variety of phenomena in natural and industrial processes [1].Composites of dielectric and metal exhibit nonmetal–metal (N–M) transition that arise from variation of chemical composition, temperature, stress or magnetic field [2], [3]. The problem of N–M transition above a critical diameter of nanoparticle has been studied too [4]. Two fundamentally different classes of theories have been used to explain the conductivity transition in these systems [5]. In the first class, theories such as percolation have been applied to mixtures which are inhomogeneous on the macroscopic scale. In the second class, quantum theories of localization by various models such as Anderson localization, variable rang hopping and the scaling theory of localization of non-interacting electrons has been developed [5]. Tunneling and percolation in metallic-insulator composite materials films with thickness 2–5 μm was investigated by Toker et.al. They argued that all-connected tunneling network can be reduced to a well-defined percolation network [6]. Dielectric behavior of a metal–polymer composite with low percolation threshold was studied for disks with a thickness about 1.5 mm [7]. Dramatic change in the physical properties of composites occurs when filler particles form a percolating network through the composite, particularly when the difference between the properties of the constitutive phase is large. By use of electric conductivity and dielectric properties, recent studies on the physical properties of composites near percolation are reviewed [8].
In this work, we prepared Cu nanoparticle in carbon thin films with various Cu content by co-deposition of RF-sputtering and RF-PECVD. The difference between the properties of the constitutive phase in our composite is large. Our specific deposition conditions including room temperature and non-wet chemical deposition are prerequisites for applications in optical and electronic devices. Deposition process was reported in details previously [9]. Early study on N–M transition was reported previously too [10]. Here, we explain variation of electrical resistivity versus Cu content for thin films with thickness about 100 nm. By variation of Cu content, N–M transition is observed and is explainable by power law percolation. We argue on resulted percolation threshold and critical exponent. A near infrared absorption for dielectric samples is observed whose energy is comparable with electron activated tunneling energy obtained from temperature dependence of electrical resistivity. The activation energy and near infrared absorption peak are depended on Cu concentration. These composites can be interesting materials for IR detection due to their intense absorption in near infrared region.
Section snippets
Experimental details
Cu nanoparticles in a-C:H thin films were prepared by using acetylene gas and Cu target in a capacitance coupled RF-PECVD system with 13.56 MHz power supply. The reactor consists of two electrodes with different size. The smaller one was Cu plate and was used as powered electrode. The other electrode was grounded via the body of the stainless steel chamber. Deposition was performed at room temperature on the glass and silicon substrates over grounded electrode. The growth was done in constant RF
Results and discussion
The room temperature electrical resistivity versus Cu content of the films is shown in Fig. 1. Three conduction regions are distinguished: dielectric, metallic and in between a transition region. In the dielectric region the Cu content is less than 45%, the electrical resistivity is large and the temperature coefficient of electrical resistivity is negative. In the metallic region, the Cu content is more than 55%, the electrical resistivity is small and the temperature coefficient of electrical
Conclusion
We observed an N–M transition for Cu nanoparticles in carbon films by increasing of Cu concentration. This N–M transition was explained by percolation model. The critical exponent obtained for our data indicates that we have semi-two dimensional random network conduction. The electrical conductivity of the dielectric samples is explainable by tunneling models. Activation tunneling energy that was obtained from temperature dependence of electrical resistivity is comparable with energy of near
Acknowledgments
The authors would like to thank Mr. A. Baghizadeh, Mrs. Vaseghinia for RBS and AFM measurements.
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