T. T. Thabethe*a,
E. G. Njorogea,
T. T. Hlatshwayoa,
T. P. Ntsoaneb and
J. B. Malherbea
aDepartment of Physics, University of Pretoria, Pretoria, 0002, South Africa. E-mail: Thabsile.Thabethe@up.ac.za; Tel: +27 12 420 4510
bSouth African Nuclear Energy Corporation SOC Limited, Pretoria 0001, South Africa
First published on 22nd December 2016
A study of a tungsten (W) thin film deposited on a single crystalline 6H–SiC substrate and annealed in Ar at temperatures of 700 °C, 800 °C, 900 °C and 1000 °C for 1 hour was conducted. The subsequent solid state reactions, phase composition and surface morphology were investigated by Rutherford backscattering spectrometry (RBS), grazing incidence X-ray diffraction (GIXRD) and scanning electron microscopy (SEM) analysis techniques. RBS analysis of as-deposited samples indicated the presence of W and oxygen in the as-deposited thin film, the GIXRD analysis of the as-deposited film showed the presence of W, WO3, W5Si3 and WC. RBS results of the sample annealed at 700 °C indicated interaction between W and SiC with the formation of a reaction zone. The GIXRD analysis indicated the presence of W5Si3, WO3, SiO2, W2C and WC in the W–SiC reaction zone (RZ) after annealing at 700 °C. At temperatures of 800 °C to 1000 °C, the W–SiC samples did not show any new phase formation from the GIXRD patterns, while the RBS results indicate an increase in the RZ width which meant further reactions were taking place. An increase in the peak intensities of the GIXRD patterns was observed due to a change in the polycrystalline nature of the W film to a more crystalline structure. SEM micrographs of the as-deposited samples indicated that the W thin film had a uniform surface with small grains. Annealing at 700 °C and above led to the formation of large crystals. The large crystals formed were randomly orientated; it was observed that an increase in annealing temperature led to an increase in the film crystal size forming pores between crystals.
Silicon carbide is one of the materials used in a vast number of applications such as a wide band-gap semiconductor,4,5 nuclear material,6–8 reinforced composite,9 etc. This is because of its exceptional properties like high corrosion resistance, high thermal stability, high thermal conductivity, high breakdown electric field strength, etc. SiC is used in high power electronic devices which have the ability to operate at temperatures as high as 600 °C.10 The stability of contacts made between SiC and metals determine the reliability and device performance. One of the metals used for contacts is W due to its properties like low contact resistivity and high thermal stability for ultra-high-large-scale integrations (ULSI) and very-large-scale integrations (VLSI).11,12 The fabrication of W–SiC ohmic contacts plays a major role in semiconductor applications.
In high temperature gas cooled reactors (HTGR), SiC is used as the main barrier of fission product (FPs) escape. It is used in the tri-structural isotropic (TRISO) fuel particle to encapsulate the UO2 and ThO2 fuel kernels.13,14 SiC is effective in preventing the escape of the FPs with the exception of silver (Ag) and degradation of the SiC by palladium (Pd) and zirconium (Zr).14–18 An additional protective layer of tungsten is proposed to cover the SiC and probably reduce the interaction of FPs with SiC.6,19,20
Rogowski and Kubiak7 investigated the dependence of electrical properties of W contacts on SiC, the structure and chemical composition of the contacts at the interface during annealing. The resulting initial phases after annealing in Ar ambient were W5Si3 and WSi2. A smooth surface layer with a well-defined continuous W layer was observed on the as-deposited samples, a rough surface (non-uniform) with the formation of pores was reported after annealing. The interaction of W–SiC leading to the formation of silicides and carbides at the interface was also observed by other researchers.9,21–23
We have done a detailed study of pure W–SiC annealed in an inert gas, namely, Ar, to understand W–SiC contact behaviour and interface structural changes due to heat treatment. As outlined above, this study is important for both electronic applications (stability W–SiC contacts) and HTGRs application (applied as a diffusion barrier for SiC). Annealing in Ar ambient is mainly used in semiconductor applications for studying electrical properties of W–SiC contacts after thermal annealing.4 Studies on W–SiC contacts do not take into account the effect of argon annealing on the microstructure of the material and the phases that forms. The reason for the present study is to observe how the material behaves (i.e. the initial reaction, phases formed and effect on the surface microstructure) when annealed in an Ar atmosphere.
The samples were characterised by Rutherford backscattering spectrometry (RBS) before and after annealing. Simulation of RBS spectra was done using the RUMP code25 to obtain the thickness and composition of the deposited layer, and the composition of the reaction zone (RZ). The energy used for the He+ ions was 1.6 MeV with a scattering angle of 165°. Grazing incidence X-ray diffraction (GIXRD) analysis was performed using a Bruker D8 Discover XRD system with a Cu Kα radiation source (1.54184 Å) at two-theta step size of 0.04°. This was done to identify the phases formed and orientation before and after annealing of the samples using the International Centre for Diffraction Data files (ICDD-PDF-2) database. Field emission gun scanning electron microscopy (FEG-SEM) with a Zeiss Ultra 55 high resolution field emission microscope was used to study the surface morphology of the samples before and after annealing at the different temperatures.
Fig. 1 RBS spectra of the as-deposited and samples annealed in Ar ambient gas for 1 hour at temperatures of 700 °C to 1000 °C and the insert of magnified Si edge from channel numbers 220 to 340. |
According to the RUMP simulations interdiffusion occurred upon annealing at 700 °C and the calculated RZ width was around 870 × 1015 atoms per cm2. The drastic decrease in height and increase in width of the W peak compared to the as-deposited is attributed to the reaction which took place between W and SiC. The oxygen observed on the as-deposited layer was found to be present at the W–SiC RZ after annealing at 700 °C. What is also evident in Fig. 1 is that the oxygen tails towards the bulk after annealing at 700 °C, which indicates that it is diffusing (moving) towards SiC and it takes part in the reactions taking place between W and SiC.
Annealing at 800 °C resulted in a further shift of the top of the Si edge to lower energy channel numbers, with a step appearing at the bottom of the Si edge. The step is due to the diffusion of Si towards the W film and react to form a RZ which increased in width with temperature increase. A small reduction in the W peak height, accompanied by an increase in the width of W peak (W peak tailed to the lower energy channel numbers, further away from the 700 °C peak) occurred. This indicated that the reaction between W and SiC was continuing to take place with an increase in the RZ width to about 1060 × 1015 atoms per cm2. Annealing at 900 °C resulted in further shift of the W peak to lower energy channel numbers. The peak height of the W peak also reduced when compared to the 800 °C spectrum, while the Si edge and W peak height showed no noticeable change. The width of the RZ after annealing at 900 °C was about 1220 × 1015 atom per cm2.
Increasing the annealing temperature to 1000 °C resulted to further shift in the Si top edge to lower energy channel numbers and a reduction in the W peak height accompanied by broadening of the W signal towards lower energy channel number. The RZ increased to about 1530 × 1015 atoms per cm2 at 1000 °C. In all the chosen annealing temperatures the oxygen peak was observed to move towards the lower energy channels with the increase in annealing temperature. This indicated that oxygen was taking part in the W–SiC RZ as one of the reacting agents. According to the RUMP simulations, the RZ after annealing from 700 °C to 1000 °C was composed of W, Si, C and O. The possible compounds formed are: tungsten silicide, tungsten carbide, tungsten oxide and silicon oxide. The exact stoichiometries of these compounds are difficult to determine accurately with RBS/RUMP.
Comparing our RBS results above with previous work24,26 we found the following: initial interface reactions for the vacuum annealed samples occurred at 850 °C, while in H2 and Ar ambients it occurred at 700 °C. Thus, annealing in Ar and H2 ambients leads to a lower reaction temperature between W and SiC. Annealing in an Ar ambient leads to higher reaction rate between W and SiC compared to the H2 ambient and vacuum annealing. The oxygen present does not reduce after annealing the samples in Ar ambient instead it takes part in the reaction; this might also be a reason for the high reaction rate observed in Ar atmosphere. In H2 ambient, oxygen was removed, remaining a pure tungsten layer. Vacuum annealing indicated reduction in the oxygen with increase in annealing temperature.
Fig. 2 X-ray diffraction patterns for the as-deposited W–SiC sample and after annealing in argon ambient at 700 °C, 800 °C, 900 °C and 1000 °C for 1 h. |
Annealing the W–SiC sample at 700 °C resulted in the formation of new peaks as seen in Fig. 2, indicting further reaction between W–SiC took place after annealing at this temperature. These results correlate with the RBS results. New peaks indexed to W (101) at position 39.39° and W (222) at 81.19° were observed. It is most likely that they were not observed on the as-deposited because of the nano-particle size nature of the material. WO3 (112) at 34.26°, (111) at 41.87° and (510) at 95.98° also appeared after annealing at this temperature. The appearance of a SiO2 peak at 2θ position of 56.85° with the orientation of (535) located at the W and SiC interface was observed after annealing at 700 °C. The formation of SiO2 on top of SiC could be due to a reaction between WO3 and SiC. As reported from our RUMP simulations of RBS results, O2 was found at the RZ layer that formed between W and SiC. Another carbide phase, namely, W2C with orientation of (103) was formed at 84.39° 2θ position.
The GIXRD pattern for the sample annealed at 800 °C does not show much of a difference from the 700 °C pattern, with a new SiO2 (404) peak observed at position 65.36°. After annealing at 900 and 1000 °C, a W2C (203) peak appeared at 97.86° 2θ position. The W5Si3, WC, WO3 and W broad peaks observed on the as-deposited patterns narrowed and increased in intensity upon annealing at 700 °C to 1000 °C, indicating a change in the structure (i.e. the sample had large crystals from their polycrystalline nature and change in crystal size) of the sample during annealing. Table 1 shows the calculated grain sizes of the phases observed from Scherrer equation. It can be seen that the crystal sizes of the W5Si3, WC, SiO2 and WO3 phases increased with annealing temperature. The increase in crystal sizes indicated phase nucleation, which resulted into larger crystal growing during annealing. All the phases formed after annealing at 700 °C remained present and variations in the quantity of the phases and crystal sizes at each annealing temperature was observed. The broad peaks observed after annealing can be explained to be due to strain.
Temp (°C) | W (nm) | W5Si3 (nm) | WC (nm) | W2C (nm) | WO3 (nm) | SiO2 (nm) |
---|---|---|---|---|---|---|
As-deposited | 37.6 | 74.1 | 45.9 | — | 65.2 | — |
700 | 73.5 | 83.9 | 294.4 | 19.7 | 70.7 | 43.8 |
800 | 165.8 | 200.4 | 125.3 | 128.2 | 103.4 | 105.7 |
900 | 161.7 | 210.0 | 185.7 | 164.9 | 123.5 | 128.7 |
1000 | 173.2 | 176.1 | 177.8 | 108.4 | 125.4 | 137.5 |
The W–Si–C system heat of formation for the phases formed is reported in ref. 23, 27 and 28. The system predicts the thermodynamically expected phases at different temperatures and those seen after conducting experiments. Different researchers have obtained different initial phases such as Geib et al.22 who found WSi2 and WC as the initial phases after deposition, Rogowski et al.4 found both WSi2 and W5Si3 after annealing (Ar ambient) at 700 °C as initial phases, Baud et al.29 found W5Si3 and W2C at 950 °C (vacuum) as the initial phases. This implies that the different sample preparation techniques used and annealing in different mediums lead to the formation of different phases. Using the Gibbs free energy and the Ellingham diagram, Seng and Barnes27 calculated the kinetically favoured initial phases for temperature range between 300 K ≤ T > 970 K to be WSi2 and WC. In our case WC was formed as also predicted by Seng, but the silicide (WSi2) which is stable with SiC and carbide did not form. In our study, W5Si3 was the silicide that formed and not WSi2. W5Si3 and WC are the two thermodynamically favoured phases based on heat of formation calculations.
In the study of W–SiC samples annealed in hydrogen ambient,24 it was observed that phases present were W5Si3, WC and W, while at 800 °C to 1000 °C two additional phases appeared, that is, WSi2 and W2C. After vacuum annealing,26 the phases which formed upon annealing at 700 °C and 800 °C were WO2, WC, W and W3C, while at 900 °C and 1000 °C WSi2 and W2C were the additional phases formed. In this study on Ar annealing, phases present after annealing from 700 °C to 1000 °C were WO3, W5Si3, SiO2, W2C and WC.
Fig. 3 SEM micrographs of (a) as-deposited W–SiC and Ar-annealed samples at (b) 700 °C, (c) 800 °C, (d) 900 °C and (e) 1000 °C for 1 hour. |
Smith and Thompson,30 investigated the effect of annealing in N2 and Ar ambient of W0.62Si0.38 on Si. They co-sputtered W and Si on a Si substrate; they observed that annealing in argon results in the formation of large grains while in N2 a smooth surface. The change in the surface structure of W0.62Si0.38 deposited on Si after annealing in argon which produced the highly rough surface was ascribed stress assisted growth which results into large columnar grains. In our results after annealing in argon ambient, a rough surface resulted due to reaction of W and SiC and might also be stress assisted growth.
Annealing at 900 °C and 1000 °C resulted in the crystals growing larger and stacked on top of each other with pores observed between the crystals. In the substrate surface between the pores small crystallites were observed to have formed. These results are in agreement with the XRD results where the increase in the intensity of most of diffraction peaks denoted that for those phases the average crystal sizes increased during annealing. These phases are most probably the large crystals observed in Fig. 3.
The average crystal sizes of the Ar annealed (from 700 °C to 1000 °C) W–SiC samples are larger and more randomly orientated when compared to vacuum annealed26 and hydrogen annealed W–SiC samples.24 A slow crystal growth in the form of grains was observed during annealing in hydrogen. Annealing in vacuum resulted in the formation of grains which changed with an increase in temperature to form crystals in the form of distinct islands (pores between the flat crystals). The formation of large crystals and spaces between crystals on the W–SiC surfaces was also observed on W–SiC samples annealed in vacuum.26 These cavities are formed during the parasitic growth of crystallites and crystal surfaces at elevated temperatures. Parasitic growth follows Wulf's law31 and is due to the feeding from crystal surfaces with lower surface energies to surfaces with higher surface energies, resulting in the former growing faster than the latter thereby exposing larger areas of crystal surfaces with lower surface energies. This leads to a minimisation of the Gibbs free energy of the system.
The different surface morphologies between the hydrogen and vacuum annealed surfaces were previously explained to be due to the reducing effect (i.e. removal of oxygen) of the hydrogen.24 The different morphology of the Ar annealed samples can be explained in terms of a crystal growth model. Some gas atoms present in the annealing system can be physio-sorbed or chemi-sorbed on the crystallite surfaces in the layer and in the reaction zone via cavities/opening in the layer during annealing. During vacuum annealing, reactive gases still present in the vacuum can stick to the surfaces of the crystallites. In fact, WO3 was detected in those samples after annealing.26 Hydrogen is a reacting gas which is commonly physio-sorbed or chemi-sorb on surfaces. According to the step-flow mechanism32 of crystal growth, impurity atoms on the growth surfaces of crystallites inhibit the growth process of the crystallites. Based on this model, one can expect the hydrogen annealed samples to have smaller crystallites than the vacuum annealed samples – as was observed.24,26 Because Ar is a noble gas with no chemi-sorption and little physio-sorption expected on the surfaces, the Ar annealed samples should have the largest crystallites – also observed in this study. This model of impurities sticking on the crystallites surface might also be the reason for the different phases being formed in the different annealing environments.
The presence of oxygen as an oxide might also be influencing the crystal growth. The growth rate in Ar annealed and vacuum annealed sample is high as compared to the hydrogen annealed samples which have a small quantity of oxygen. The quantity of oxygen in Ar annealed sample does not reduce, while in the vacuum annealed sample it reduces with annealing temperature. The quantity of oxygen present might be influencing the crystal growth observed.
Annealing in different environment was observed to produce different surface morphologies. The samples annealed in vacuum contained tungsten oxide nanowires, while the formation of small W grains is observed in the hydrogen annealed samples. Large crystals were observed on the surface of the argon annealed samples, clearly indicating the surface morphology dependence on annealing ambient. Annealing at 900 °C and 1000 °C indicates that the material crystallizes at a fast rate in an Ar ambient with the formation of large crystals with spaces in between them, while the vacuum annealed samples led to the formation of islands with holes in between, and an increase in the W grain size observed on the surface of H2 annealed samples.
SEM micrographs showed a fairly uniform W thin film, with very small grains that were evenly distributed. An increase in the XRD peak intensity with an increase in temperature was observed, which was due to the growing of larger crystallites in the sample. SEM images also confirmed that upon annealing the surface crystals grew larger with increasing annealing temperatures. SEM images for the temperature range 800–1000 °C showed that the increase in crystal size was accompanied with an increasing number of cavities and with increasing cavity sizes.
Annealing in different atmospheres lead to different behaviour of the thin film W deposited on 6H–SiC. Annealing this system in a H2 atmosphere resulted in relatively small crystallites. This is explained in terms of the sticking of impurities on the growth surfaces of the crystals using the step-flow model of crystal growth. The fact that large crystals were formed after annealing in an Ar ambient is similarly ascribed to fewer impurities in the Ar annealed samples as compared to the vacuum and H2 annealed samples. Island formation on the surfaces (with pores between the crystals) of the Ar and vacuum annealed samples was influenced by the parasitic growth of crystallites following Wulf's law. The initial reaction temperature (from RBS) between the W layer and the SiC substrate was lower for the Ar and H2 ambient annealed samples than for the vacuum annealed samples.
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