Figure 5 VSWR at two input ports Figure 6 Isolation between two iput ports ## CONCLUSION A new low-cost dual-polarized array of corner-fed patches is presented. Its advantages are small size, low cost, higher isolation, lower cross polarization, etc. The radiation patterns for both co-and cross po
Parallel three-dimensional finite difference beam propagation methods
✍ Scribed by Husain M. Masoudi; John M. Arnold
- Publisher
- John Wiley and Sons
- Year
- 1995
- Tongue
- English
- Weight
- 850 KB
- Volume
- 8
- Category
- Article
- ISSN
- 0894-3370
No coin nor oath required. For personal study only.
✦ Synopsis
In this work, we show the implementation of two explicit three-dimensional finite-difference beam propagation methods (BPM) on two different parallel computers, namely a transputer array and a Connection Machine (CM). To assess the performance of using parallel computers, serial computer codes of the two methods have been implemented and a comparison between the speed of the serial and parallel codes has been made. Large gains in the speed of the parallel FD-BPMs have been obtained compared to the serial implementations. In addition, a comparison between the performance of the transputer array and the CM in executing the two FD-BPMs has been discussed. Finally, to assess and compare the two methods, three different rib waveguides and three different directional couplers have been analysed and the results compared with published results.
📜 SIMILAR VOLUMES
## Abstract A wide‐band finite‐difference–time‐domain beam propagation method (FD TD‐BPM) based on Padé approximants is introduced to improve the bandwidth of the conventional TD‐BPM. Numerical dispersion relations for the TD‐BPM are derived to demonstrate the increase in bandwidth of the wide‐band
## Abstract In this paper a new semivectorial finite‐difference beam‐propagation method (FD‐BPM) technique for the analysis of nonlinear optical devices is presented. The proposed technique relies on the application of the Runge–Kutta method to perform each propagation step; it is easier to use tha
In the paper a novel finite-integration beam-propagation method (FIBPM) is presented. This method is especially suited for the simulation of optical waveguides containing extremely thin layers of complex permittivity. For calculating the propagating optical field an efficient algorithm based on expa