The reflectance spectra of the oxygen plasma treated silver thin films are shown in Fig. 1.
We notice that, the reflectivity is at a maximum for the sample A that treated at 250 W, and when power of 500 W is applied (sample B), it decreases dramatically and then increases again as the plasma power increases. In this figure, it appears that the samples with low oxygen content have the highest values of reflectivity and that the spectra of the rest of the samples are within a narrow reflectivity range. These results demonstrate the diversity of mechanisms that control the optical reflection of the prepared samples. In the case of the samples A and E, high reflectivity is obtained due to the metallic nature of these samples that have a low content of oxygen [14]. As for the rest of the samples, the surface plasmon formation controls the overall optical properties, not just the optical reflectivity, and this is what we have seen in our previous works [14, 19–20]. The surface plasmons absorb or scatter the incident light. It seems that in the case of the sample B the absorption of light by the surface plasmons is dominant because the reflectivity near the edge of the plasma is low compared to the rest of the samples. As the plasma power increases (samples C and D), the reflectivity increases at the expense of the optical absorption.
In Fig. 1, it can be seen that there are two plasma edges in each spectrum, the first (λI) is located in the range 347-363 nm and belongs to the surface plasmons of the individual silver nanoparticles, and the second (λL) is located in the range 366-586 nm and it belongs to the larger silver nanoparticles. We previously obtained a similar case of plasma edge duality when studying the optical properties of aluminum oxide thin films prepared by thermal oxidation of aluminum films [21].Table 3 contains the values of plasma edges for all samples.
Table 3
The plasma edges values for all samples.
Sample label
|
λI
(nm)
|
λL
(nm)
|
A
|
347
|
366
|
B
|
352
|
413
|
C
|
362
|
468
|
D
|
363
|
586
|
E
|
348
|
364
|
The effect of the oxygen plasma power on the plasma edge is shown in Fig. 2. We notice that, for the two edges of the plasma, when the plasma power increases, the plasma edge increases exponentially until it reaches its maxima at p=1000W, and then decreases dramatically at p=1250W. This behavior is quite similar to that of the silver oxide content of the sample as a function of the plasma power, which we studied in previous work [14].We also notice that, the response of the λI edge to power changes is very small compared to the response of the λL edge.
Fig. 3 illustrates the plasma edge as a function of Ag2O grain size. In this figure, one observes that the grain size increases with grain size. The effect of grain size on the (I) edge position is very small, while in the case of the (L) edge, the effect becomes obvious for sizes larger than 30 nm. Similar behavior is obtained when investigating the relationship between the edge position and silver oxide XRD peak intensity (the XRD spectra of the prepared samples were studied in detail in a previous work [14). These results can be explained based on the fact that, the increase in the film’s oxygen content (which is associated with the increase in the size of the silver oxide grains [14]) leads to a decrease in the concentration of charge carriers and thus the shift of the plasma edge towards higher wavelengths (red-shift) as predicted by Equation 1.
In our previous work [14], we found that the optical absorption spectra of the prepared samples contain two main characteristic peaks: the peak (I), which belongs to the individual silver nanoparticles, and the peak (L), which belongs to the larger silver nanoparticles. It is important to investigate the relationship between the positions of these peaks and the positions of the plasma edges (I and L) inferred from optical reflectivity spectra. Fig. 5 represents the relationship between the positions of the absorption peaks and the positions of the plasma edges. An interesting result can be deduced from this figure, as we notice that the points of the two series are organized in a uniform linear relationship, except for two points in series L that represent the samples A and B. The point A of the L series does not belong to the straight line in Fig. 5 due to the dipole-dipole interactions that occur because this sample contains a high concentration of large Ag nanoparticles [14].On the other hand, sample D contains a relatively high oxygen content as a result of the oxidation of silver atoms. This results in polarized chemical bonds [20] and the polarization in turn affects the positions of both the absorption peaks and the plasma edges causing point D to move away from the straight line in Fig. 5.
Equation 1 describes both λI and λL plasma edges and can be used to calculate the ratio NI/NL. Where NI is the charge carrier density for individual silver nanoparticles and NL is the charge carrier density for larger silver nanoparticles. Fig. 6 shows the NI/NL ratio as a function of oxygen plasma power.
We notice that, the ratio NI/NL behaves similarly to the two edges of the plasma in Fig. 2, where when the plasma power increases, the ratio NI/NL increases exponentially until it reaches its maxima at p= 1000W, and then decreases dramatically at p= 1250W. This behavior is quite similar to that of the silver oxide content of the sample as a function of the plasma power, which we studied in previous work [14]. Based on this, we conclude that the ratio NI/NL increases with the increase in the concentration of Ag2O oxide in the sample, (see the curve in Fig. 7, which shows the ratio NI/NL as functions of silver oxide XRD peak intensity). In other words, these results confirm that while the film content of large nanoparticles decreases due to oxide formation [14], the concentration of charge carriers in individual silver nanoparticles increases compared to the concentration of charge carriers in larger silver nanoparticles. We believe that the ratio NI/NL, which has a maximum value in sample D, is what gives this sample the highest activity to inhibit bacteria [22], and this supported by our previous findings that individual silver nanoparticles are a major factor in bacterial inhibition [22].
Finally, Figure 8 shows the ratio NI/NL as a function of particle size, as we notice that the ratio NI/NL increases with increasing particle size. The ratio NI/NL starts to increase significantly starting from a particle size of 30nm.