In this section, the performance of plasmonic based PD has been analyzed, whereas the impact of SWA height at 40 nm, 60 nm and 80 nm has been studied and analyzed accordingly. Simulated refractive index plot, distribution of magnetic field in x (Hx) and z direction (Hx) have been attained and depicted in Figs. 2–3, respectively. Vertical plane kept at position 0.125 is used for the input light and incoming light used which lies in near-infrared region from range 1.1 µm- 1.55 µm with TM mode and θ = 00. In this research work, we have obtained the LAEF by varying SWA height of values 40 nm, 60 nm and 80 nm and keeping SWA width constant at 50 nm. The term LAEF demonstrates the effect of nanogratings for light transmitted within the substrate through a coupling process based on resonance phenomenon. Table. 1 presents all the parameters for proposed double nanograting supported PD having rectangular grooves in the NIR region.
When the light is traversing with surface plasmon resonance the bottom layer prevents the loss by trapping the light using nano-gratings and thus increases absorption and bottom gratings further distribute the light in wider area of substrate. However, resonance occurs only when the frequencies of incoming light and electron cloud oscillations that are present on the surface matches with each other. With the coupling effect, light is automatically absorbed when the surface plasmon resonance happens.
Table 1
Parameters for double grating layer structure
Parameters
|
Values
|
Groove shape
|
Rectangular
|
Input wavelength
|
1.1 µm – 1.55 µm
|
Top Gratings height
|
60 nm
|
SWA width
|
50 nm
|
Bottom gratings height
|
40 nm
|
SWA height
|
(40, 60, 80) nm
|
Bottom gratings and Substrate material
|
GaAs
|
Number of gratings
|
4
|
Top gratings and SWA material
|
Silver
|
Refractive index layout with double nanograting structure design is shown in Fig. 2. However, top and bottom gratings enhance the light with SPPs due to excitation of SPPs with the interaction of light with the metal in nanostructures. Due to change in the refractive index, nanostructures help in increase the light transmission which passes through the SWA [25] whereas, Fig. 3 (a) and 3 (b) presents magnetic field (H) along x and z axis. It is clearly noticed from Fig. 3 (a-b) that bottom grating distributes the maximum light within the substrate because of the light coupling process. If light transmission with double nanogratings through SWA increases then light absorption within the GaAs substrate also increases due to resonance phenomenon. So, the nanogratings are acting as plasmonic lenses or light concentrators [26] which is essential for triggering extraordinary optical absorption (EOA) of light into the substrate. For analyzing the design two performance metrics used includes QF and LAEF. LAEF, “the ratio of normalized power transmittance with double nanogratings to normalized power transmittance without top nanogratings” is calculated using Eq. (1) [27] whereas, QF describes the enhancement in light absorption from least amount to upper limit is calculated using Eq. (2) [28].
From the simulated results, Fig. 4 represents the LAEF spectra with variation in SWA height at a constant width of 50 nm. From results, we have obtained that optimized height of top and bottom nanogratings are 60 nm and 40 nm at which we achieved the maximum light absorption with highest QF by doing variations in the SWA height.
Table 2 summarizes the performance parameters with maximum QF and LAEF over different heights of SWA at 1.4 µm. Hence from the simulated results, it is depicted that maximum LAEF of 2.2435 is achieved at optimized SWA height is 60 nm as compared to other heights in the presence of SPPs. It is concluded from 92.14 % QF that highest light enhancement is observed with SWA height of 60 nm for the proposed design as mentioned in Table 2. This can be credited from the fact that enhancement of light absorption depends on surface plasmon resonance and in double nanograting based photodetector both top and bottom layer contributes to enhanced light trapping. It is observed that light absorption highly depends upon nanogratings height and material. Proposed design because better results have vital role in night vision applications and can be utilized for future generation opto-electronic system. In the future this structure can be analyzed with other groove shapes for both top and bottom gratings to enhance light trapping further.
Table 2
Maximum LAEF with quenching factor (QF) at 1.4 µm input wavelength
Parameters
|
Values
|
Input wavelength for maximum LAEF
|
1.4 µm
|
SWA height (nm)
|
Maximum LAEF
|
QF (%)
|
80
|
0.8
|
25
|
60
|
2.2435
|
92.14
|
40
|
0.99
|
89.89
|