A Rotman lens is a cost effective RF beamformer based on geometrical optics which provides simultaneous wide scanning angle feed structure for phased array antennas. In a beamforming network, both radiation beam pattern and impulse response are significant performance indicators. However, use of geometrical optics in evaluating the broadband microstrip type Rotman lens to obtain spatial and time information may be inaccurate due to internal reflection, mutual coupling between ports, fringing field and higher order modes in the feed taper are ignored. Therefore, using numerical methods to simulate the lens gives a more comprehensive analysis. Customized numerical codes for simulating such non-repetitive electrically large Rotman lens are implemented. In this paper, we utilize a more efficient numerical approach - domain decomposition method (DDM) to facilitate the design and analysis of a microstrip Rotman lens. The rest of the paper is organized as follows: the validation of domain decomposition method on prototype microstrip Rotman lens at design frequency, fc, is accomplished first, then compares the simulated S-parameters with the measurement results. Also, the beam pattern and the corresponding impulse response can be calculated through the simulated S parameters. Furthermore, an adaptive frequency sweep technique is introduced in order to obtain sufficient frequency response data to avoid aliasing effect while reconstructing impulse response. Finally, after simulating the Rotman lens using adaptive frequency sweep DDM, the comparison on multiple beam patterns and impulse response between simulation and measurement is obtained.
[1]
O. Raz,et al.
Wideband Antenna Patterns and Impulse Response of Broadband RF Phased Arrays With RF and Photonic Beamforming
,
2007,
IEEE Transactions on Antennas and Propagation.
[2]
Peter S. Simon,et al.
ANALYSIS AND SYNTHESIS OF ROTMAN LENSES
,
2004
.
[3]
Jin-Fa Lee,et al.
A non-overlapping domain decomposition method with non-matching grids for modeling large finite antenna arrays
,
2005
.
[4]
R. C. Hansen.
Design trades for Rotman lenses
,
1991
.
[5]
W. Rotman,et al.
Wide-angle microwave lens for line source applications
,
1963
.
[6]
A. J. Parfitt,et al.
Analysis of Rotman lenses using a hybrid least squares FEM/transfinite element method
,
2001
.