3.1. Physico-Chemical Properties of TaCuN Films
The XRD patterns obtained for the TaCuN-a, TaCuN-b, and TaCuN-c coatings confirm the formation of a cubic δ-TaN structure, characterized mainly by the (111) and (200) diffraction peaks (
Figure 5) [
6,
26]. Increasing the Cu content results in a clear improvement in crystallinity for the TaCuN-b sample, which is reflected by narrower and more intense diffraction peaks—especially the (200) reflection—indicating a stronger preferred orientation and enhanced grain growth [
26]. In comparison, TaCuN-a exhibited broadened and weaker peaks typical of poorly crystalline material, whereas TaCuN-c showed a reduction in peak intensity and additional broadening, which may be attributed to lattice distortions or microstructural defects introduced at higher Cu concentrations. Since the peak positions remain nearly unchanged for all samples, it can be concluded that copper does not markedly modify the TaN lattice itself but influences the grain structure and orientation. The small peak detected at 2θ ≈ 40–41° corresponds to the cubic Cu
3N phase, confirming the presence of Cu-enriched regions. Its intensity increases systematically with higher Cu sputtering power (0.26, 0.44, and 0.75 kW).
The texture evolution is further supported by the intensity ratios I(200)/I(111), which change from 4.3 (TaCuN-a) to 11.7 (TaCuN-b), and then decrease to 5.6 (TaCuN-c). This trend suggests that moderate Cu incorporation promotes (200)-oriented growth, while excessive Cu leads to structural disturbances that weaken the texture.
The lattice parameter calculated from the main diffraction peaks remains nearly unchanged across the coatings: for TaCuN-a and TaCuN-b, a = 4.255 Å, and for TaCuN-c a slight increase to 4.257 Å was observed. This small variation indicates that the TaN-based cubic phase is stable over the entire range of Cu deposition powers [
27], and that Cu atoms do not significantly replace Ta in the lattice but instead tend to form Cu-rich secondary phases.
The AFM characterization of the TaCuN thin films (TaCuN-a, TaCuN-b, and TaCuN-c), presented in
Figure 6, reveals clear differences in surface morphology and roughness that arise from varying copper content. The TaCuN-a coating exhibits a generally smooth surface interrupted by isolated large protrusions, likely associated with particle agglomeration or irregular nucleation events. TaCuN-b shows a more uniform and densely packed granular structure, indicating more stable surface growth. In contrast, TaCuN-c, which contains the highest amount of copper, presents a heterogeneous topography marked by numerous sharp peaks and depressions, suggesting phase separation or non-uniform grain coalescence [
28].
Quantitative roughness metrics further highlight these distinctions. TaCuN-b shows the highest average roughness (
Sa = 9.1 nm) and moderate peak height (
Sp = 48.9 nm), reflecting a compact surface with consistent nanoscale features. TaCuN-a has a slightly lower
Sa (7.8 nm) but exhibits the tallest surface peak (
Sp = 107.1 nm) and the deepest valley (
Sv = −44.4 nm), confirming the presence of occasional large irregularities. TaCuN-c demonstrates the lowest overall roughness values (
Sa = 3.4 nm,
Sq = 5.5 nm), indicating a generally smoother surface, although its peak height (
Sp = 63.7 nm) still points to some localized unevenness. The
Sq values follow the same trend, supporting the observation that TaCuN-a and TaCuN-b possess more pronounced surface texture compared to the relatively flat TaCuN-c. A full set of parameters is summarized in
Table 2.
These morphological features have direct implications for the functional behavior of the coatings [
6]. The balanced roughness and uniform structure of TaCuN-b may enhance adhesion, wear resistance, and overall functional stability, making it an attractive option for applications requiring reliable surface performance. Conversely, the more irregular surfaces of TaCuN-a and TaCuN-c, while potentially offering increased surface area beneficial for antibacterial action, may negatively affect mechanical integrity or optical uniformity. This underscores the importance of precise control of Cu incorporation during deposition to achieve an optimal compromise between surface structure and targeted properties of TaCuN coatings.
The cross-sectional STEM image and XEDS elemental maps provide a clear view of the multilayered structure in the TaCuN-b thin film created by magnetron sputtering. As shown in
Figure 7, the grayscale image reveals four distinct layers: a bright top layer, two middle layers with varying contrast, and a darker bottom layer near the substrate. These visual contrasts align well with the elemental differences identified through EDS analysis, indicating that the layers were deposited in a controlled and deliberate manner, resulting in a complex architecture.
Thus, the bottom layer (Layer 1), directly in contact with the substrate, is composed of titanium (77 at.%), while the detected nitrogen originally occurs by overlapping signals from the next layers. Layer 2 contains a balanced mix of tantalum (29 at.%) and copper (40 at.%), along with nitrogen (12 at.%), suggesting this is one of the main TaCuN functional layers with minor surface oxidation. A small amount of carbon (8 at.%) might belong to surface contamination. In Layer 3, tantalum becomes more prominent (42 at.%) while copper content slightly decreases (37 at.%), and nitrogen disappears—this may indicate a transition zone within the film. Finally, in Layer 4, copper again dominates (42 at.%) alongside nitrogen (12 at.%) and a reduced amount of tantalum (4 at.%), forming the outermost surface layer. The detailed elemental breakdown is presented in
Table 3.
The EDS maps visually confirm these compositional patterns. Tantalum and copper are spread throughout the main film body, while nitrogen is concentrated in the outer layers (Layers 2 and 4), indicating successful reactive sputtering. Carbon is present in all layers but becomes most concentrated at the surface, likely from ambient exposure after deposition.
In the top layer (
Figure 8c), we see that the sample is composed of crystals ~ 10 nm in diameter, some are circled for clarity. It is important to note that the HRTEM also shows a large presence of amorphous material surrounding these crystallites.
The diffraction pattern from the fourth layer (
Figure 9a) indicates a nanocrystalline region that cannot be matched to cubic or hexagonal crystal structure whereas the diffraction pattern from the third layer (
Figure 9b) shows broad diffuse rings consistent with amorphous material or material with no long-range order. High-resolution transmission electron microscopy (HRTEM) analysis of region R3 revealed a material with very low crystallinity, predominantly amorphous in nature, with localized areas exhibiting short-range order (indicated by circles) (
Figure 8b). The microstructure of this region can, therefore, be classified as glassy. In contrast, the HRTEM image of region R2 (
Figure 8a) showed a fully polycrystalline structure, with no amorphous phase detected. The microstructure consists of fine grains with an average size of approximately 15–20 nm, within which nanotwins were identified (arrowed).
The increase in the concentration of Cu and N, with an almost equal concentration of Ta, as can be seen from
Table 4. This is also in comparison with the results of XRD analysis, which can be associated with the antibacterial ability of TaCuN films (moreover, both the concentration of copper nitride and the concentration of local copper areas increase, the peak from which we do not see in the XRD spectra due to the low copper concentration for the X-ray diffraction method). It can even be said that the contribution of Cu and N in the resulting film is very significant for the bacterial properties, as will be shown further.
3.2. Electrical Properties
The aim of this chapter was to investigate the potential occurrence of conductivity anisotropy in thin nanocrystalline layers. The possibility of anisotropy in such layers was suggested by the results of percolation phenomenon simulations presented in the publication [
29]. In that publication, it was established that in composite or nanocomposite layers with large differences between their thickness and length, the percolation channel for current flow forms earlier in the transverse direction than along the layer. This means that above the percolation threshold, the conductivity in the transverse direction will be higher than along the layer. This is easy to understand, considering that a short percolation path will form more quickly than a long one.
Figure 10 shows the frequency–temperature dependencies of the layer deposited on the glass substrate. The measurements were performed along the surface of the layer.
From
Figure 10, it can be observed that in the frequency range from 50 Hz to approximately 10
6 Hz, the conductivity is independent of frequency. In the region above 10
6 Hz, a slight increase in conductivity is observed. From
Figure 10, it can be seen that an increase in temperature causes the conductivity to increase by approximately three times. This indicates dielectric-type conductivity. To determine the temperature dependence of conductivity, Arrhenius plots (
Figure 11) were constructed for conductivities measured at frequencies of 1000 Hz, 39,810 Hz, and 100,000 Hz—that is, from the range where frequency has no significant effect on conductivity. As seen in
Figure 11, the Arrhenius plots at all frequencies exhibited a similar shape.
From
Figure 11, it can be seen that the dependence of conductivity on the inverse temperature (1000/
T) is non-monotonic. A distinct minimum occurs around the value of 1000/
T = 22. The presence of this minimum is likely related to the nanostructure of the layers, as observed in high-resolution transmission electron microscopy (HRTEM) images (
Figure 8).
The distinct minimum is associated with carrier scattering on nanoclusters. This is a quantum phenomenon related to the wave nature of electrons. At low temperatures, the electron wavelengths are longer than the dimensions of the nanoparticles, resulting in weak scattering. As the temperature increases, the wavelength decreases, and scattering intensifies starting from around 1000/T ≈ 25, reaching a maximum at approximately 1000/T ≈ 21. At this point, the conductivity exhibits a pronounced minimum. Further temperature increase continues to reduce the wavelength, and scattering on the nanoinclusions gradually diminishes.
Scattering begins when the electron wavelengths become comparable to the dimensions of the nanoinclusions. Based on the temperature value at which the decrease in conductivity starts, visible in
Figure 11—approximately 40 K—we can calculate the electron wavelength and, consequently, estimate the size of the nanoinclusions. As is well known, the wavelength of an electron accelerated by a potential difference
U is given by:
where h—Planck’s constant,
me—electron mass, e—electron charge, and
U—potential difference.
In Equation (2), e
U =
E is the energy gained by the electron from the electric field after passing through the potential difference
U. In our case, this corresponds to the thermal motion energy, given by the formula:
where k—is the Boltzmann constant, and
T—is the temperature. Substituting this value into Equation (2), we obtain:
Substituting the numerical values of the physical constants h, m
e, k, and the temperature at which the decrease in conductivity begins (
T = 40 K) into Equation (4), we calculate the electron wavelength as approximately 20 nm. This means that the nanoinclusions in the layer have dimensions of 20 nm or less. This is consistent with the results obtained using HRTEM and SAED, see
Figure 8 and
Figure 9.
Figure 12 shows the frequency–temperature dependencies of the layer deposited on the metallic substrate. Conductivity measurements were performed across the layer.
From
Figure 12, it can be seen that in the frequency range up to approximately 2 × 10
5 Hz, the conductivity in the transverse direction is independent of frequency. At higher frequencies, a slight decrease in conductivity is observed. Compared to the layer deposited on the dielectric substrate, the transition from constant conductivity to frequency-dependent behavior occurs at a somewhat lower frequency, around 2 × 10
5 Hz. For the layer on the metallic substrate, a decrease in conductivity is observed, whereas the layer on the dielectric substrate exhibits an increase in conductivity.
The most significant observation is the change in conductivity values when transitioning from measurements along the layer to measurements across the layer. A comparison of the results presented in
Figure 10 and
Figure 12 shows that the conductivity of the layer deposited on glass is nearly 10
7 times higher than that of the layer on the metallic substrate. The conductivities are approximately 10
3 Ω
−1cm
−1 and 10
−4 Ω
−1cm
−1, respectively. To analyze the origin of the observed large difference in conductivity between measurements along and across the layer, a cross-sectional image of the layer was taken using STEM.
Figure 7 shows a cross-section of the layer obtained using STEM. From the image, the thickness of the layer was determined to be (750 ± 50) nm. The image reveals that the layer is non-uniform and consists of four distinct regions. The chemical composition of each region, expressed in atomic percent, is given in
Table 3.
The cross-section of the layer reveals four regions differing in chemical composition. According to
Table 3, the first region, which is directly adjacent to the substrate, represents a transition zone between the substrate and the deposited layer. It contains approximately 77 at.% Ti, which is the material of the substrate. Additionally, it includes small amounts of Ta (8 at.%), N (8 at.%), and O (5 at.%). Oxygen is present in trace amounts across all regions, likely originating from residual vacuum gases. In the second region, the Ti content decreases to around 6 at.%, while the concentrations of the deposited metals Ta (29 at.%) and Cu (40 at.%) increase significantly. This region also contains N (12 at.%) and C (8 at.%). A similar composition is observed in the fourth region—Ta (29 at.%), Cu (42 at.%), N (12 at.%), and C (10 at.%). Based on their chemical composition, regions 2 and 4 consist of both metallic components and metal carbides and nitrides. Considering the typical stoichiometry of metal oxides, nitrides, and carbides present in these regions, it can be assumed that approximately 25% of the metal atoms in regions 2 and 4 are bound in compound form.
The remaining approximately 50% of metal atoms are not part of compounds. This means that these regions can be considered as metal–dielectric composites with a composition of (Ta, Cu)
0.5(Ta, Cu, N, C, O)
0.5. In terms of elemental composition, the third region stands out. The contents of carbon and oxygen are comparable to those in regions two and four. However, nitrogen is absent in this region, which could be due to nitrogen diffusion toward the layer boundaries. This suggests that region three, unlike regions two and four, does not contain metal nitrides. On the other hand, the carbide content remains nearly unchanged. The composition of region three can be represented as (Ta, Cu)
0.7(Ta, Cu, N, C, O)
0.3. A similar situation was observed in the publication [
30,
31]. Such a composition of the third region indicates a lower content of metal compounds and a higher content of metallic components compared to regions two and four. This results in an increase in conductivity relative to regions 2 and 4.
During the measurements along the surface of the layer, the equivalent circuit can be represented as a parallel connection of regions 2, 3, and 4. Two of them, regions 2 and 4, have lower conductances G, while region 3 has a higher one. The parallel connection of these three regions results in a total conductance G that is even greater than the conductance of the highly conductive region 3 alone.
Conduction takes place mainly through this region, which forms a conductive channel connecting the electrodes. The equivalent circuit of such a system is shown in
Figure 13a.
The total conductance for measurements along the layer can be expressed as:
where:
G2,
G3,
G4—conductances of layers 2, 3, and 4. It should be noted that:
Measurements in the transverse direction, perpendicular to the layer surface, cause the current to flow through three layers connected in series. The equivalent circuit of such a system is shown in
Figure 13b. In this configuration, the resistances of the individual components add up, resulting in the total resistance being the sum of the resistances of the three regions 2, 3, and 4.
The total resistance in measurements perpendicular to the layer surface is given by:
The conductance in measurements perpendicular to the layer surface is:
This means that the effective conductivities of the systems shown in
Figure 13a,b will differ significantly. Specifically, the conductivity of the system during measurements along the layer surface (
Figure 13a) will be higher than in the direction perpendicular to the layer surface (
Figure 13b). From
Figure 7, it can be seen that the thickness of area 3 is about 1/3 of the total layer thickness. Considering that the effective conductivity measured along the layer is about 10
7 times greater than through the layers and is approximately 10
3 Ω
−1cm
−1, it can be estimated that the conductivity of the highly conductive area (area 3 in
Figure 7) is about 3·10
3 Ω
−1cm
−1, while the conductivity of areas 2 and 4 from
Figure 7 is about 5·10
−5 Ω
−1cm
−1.
3.3. Optical and Photocatalytic Properties
Despite the high in-plane conductivity, photocatalytic activity was negligible. Optical reflectance data showed that the films exhibited high reflectance in the visible range, particularly above 300 nm (
Figure 14a,b). Each sample showed a significant decrease in reflectance in the UV range (200–300 nm). Above 300 nm, the reflectance value gradually increased throughout the analyzed range. The maximum absorbance value was observed at a wavelength of 250 nm and then decreased systematically. Sample TaCuN-c is characterized by the highest absorbance of all samples.
The photocatalytic activity of surfaces was studied in the degradation reaction of MB aqueous solution (
Figure 14c). The reaction was carried out under weak acidic conditions (pH = 6.2) and air conditions.
Figure 14c,d presents the MB decay in photocatalytic and control processes. The changes in the concentration of methylene blue (MB) over time in reaction with samples TaCuN-a, TaCuN-b, and TaCuN-c do not correspond to any kinetics of the degradation reaction. The observed concentration fluctuation during the degradation process may be caused by the adsorption–desorption equilibrium of MB on the material surface. The observed decay of MB is involved rather with photolysis than photocatalysis.
The catalytic degradation of MB on the tested intermetallic surfaces was negligible, likely due to both the high reflectance of the layers and the weak adsorption of MB on the surfaces. Adsorption of organic molecules occurs best on porous materials with a large specific surface area and a surface charge. Adsorption of an organic molecule on the catalyst surface is necessary for heterogeneous catalysis to occur. Contact between the substrate and the catalytically active site on the catalyst surface is a key element in enabling the reaction to proceed.
Scientific literature confirms that crystalline Ta
3N
5 nanostructures with high surface area demonstrate excellent visible-light photocatalytic activity for MB degradation [
32]. Similarly, recent studies of Xiao et al. [
33] revealed that Ta
3N
5 had two absorption edges at around 590 nm (~2.1 eV) and 480 nm (~2.6 eV), which are attributed to photon absorption. This optical anisotropy leads to less efficient light absorption in the wavelength range of 480–590 nm in Ta
3N
5 thin films. The addition of copper to tantalum nitride (forming TaCu) can modify its properties, but there is a lack of information on CuTaN layer photocatalytic activity. Studies on TaCu coatings indicate that varying copper content affects the material’s characteristics, including its antibacterial properties and possibly its optical absorption [
20].
The metallic conduction path increased electron density but simultaneously reduced photon absorption and surface charge separation—key parameters for generating reactive species in photocatalysis. Furthermore, the small surface area and smooth morphology limited dye adsorption, meaning that methylene blue degradation occurred primarily through photolysis rather than heterogeneous photocatalysis.
3.4. Antibacterial Tests
The antimicrobial properties of samples TaCuN-b and TaCuN-c were assessed by measuring the percentage reduction in bacterial growth (%R) (
Figure 15). The experiment was performed in duplicate, performing five and six independent experiments (
Table 5) for TaCuN-b and TaCuN-c samples, respectively.
The mean reduction values for the tested samples were: 46.3 ± 19.6 and 77.5 ± 16.4 for sample TaCuN-b and TaCuN-c, respectively. The obtained results demonstrate higher antimicrobial efficacy of sample TaCuN-c compared to sample TaCuN-b. In the first trial, a result of 95.6% was achieved, which is close to the value for strong antibacterial materials such as TiO
2/Ag or ZnO [
34]. A large variability in efficacy was observed for sample TaCuN-b, with the minimum value being only 18.7%. The higher activity of TaCuN-c may result from the effective generation of reactive oxygen species by this sample.
One of the most important factors affecting the ability of bacteria to colonize biomaterial surfaces is their smoothness, which is expressed as surface roughness (
Ra). Increased surface roughness creates favorable conditions for bacterial adhesion [
35]. This occurs due to the increased contact surface and the presence of microcracks and cavities where bacteria can settle and undergo cell division, resulting in the formation of a biofilm on the colonized surface. In the case of biomaterials such as titanium and its alloys, surface properties play a crucial role in the process of osseointegration and infection prevention [
35]. Numerous studies have confirmed that surfaces characterized by high roughness (
Ra = 0.5–1 μm) favor the adhesion of bacteria such as Staphylococcus aureus and Pseudomonas aeruginosa. Studies [
35] confirm that increasing the surface roughness of titanium results in the formation of more bacterial biofilm. Surfaces characterized by a high degree of smoothness (
Ra < 0.2 μm) present low susceptibility to bacterial colonization. This limitation stems from the inability of microorganisms to mechanically anchor, which prevents the formation of a stable biofilm structure. Barbour and colleagues [
36] demonstrated that polished surfaces characterized by low roughness are resistant to bacterial colonization.
Ra and
Sa (measured in present work) describe the same physical concept—surface roughness—but in different measurement dimensions.
Ra is the arithmetic average deviation of height values measured along a single 2D line profile. Sa is the areal (3D) analogue of
Ra.
Sa is the arithmetic mean height deviation calculated over a 3D surface area. AFM measurements show that TaCuN-b has the highest nanoscale surface roughness in the series (
Sa = 9.1 nm), whereas TaCuN-c is the smoothest (
Sa = 3.4 nm). Increased roughness is known to promote heterogeneous bacterial adhesion, which naturally increases variability in %R outcomes.
Another factor influencing % R variability may be chemical composition of surfaces. TEM/EDS analysis demonstrates that the films possess a multilayered, compositionally non-uniform structure. In samples with intermediate Cu content, such as TaCuN-b, this may lead to spatial variability in Cu-rich regions and consequently fluctuations in ROS generation efficiency, further contributing to the spread in antibacterial activity.
Increased electrical conductivity positively correlated with antibacterial efficacy, particularly in Cu-rich TaCuN-c films. The metallic zones enabled efficient electron transfer from Cu sites to surface oxygen and water molecules, promoting the formation of reactive oxygen species (ROS) such as superoxide and hydroxyl radicals. These ROS disrupted bacterial membranes, explaining the observed reduction of
Staphylococcus aureus by up to 95.6%. Furthermore, high in-plane conductivity stabilized local electronic pathways essential for Cu
+/Cu
2+ redox cycling, inhibiting bacterial growth under visible light. Similar observations are described in the literature. Azamatov et al. showed that the antibacterial efficacy of TaCu coatings is influenced by the copper content and annealing temperature [
20]. They showed TaCu coatings with approximately 10 wt% copper annealed at 600 °C demonstrated that the antibacterial effectiveness of the TaCu thin films was more pronounced against Gram-negative bacteria (
E. coli and
P. aeruginosa) than Gram-positive bacteria (
S. aureus and
S. enterica), which was probably associated with the thinner peptidoglycan layer of Gram-negative bacteria. Due to this fact, copper ions and reactive oxygen species (ROS) can more easily penetrate the cell, leading to a high flow of both copper ions and ROS into the cell and bacterial death. Similarly, Elangovan et al., in their work [
6], compared TaCu coatings with a tantalum nitride/copper (TaN/Cu) nanocomposite coatings. TaN/Cu coatings with 10.46 at.% Cu showed significantly higher antibacterial activity against
Pseudomonas aeruginosa than TaN.