The total delay through the two SMA connectors is approximately 73.26 ps, which is very close to the 73-ps difference in time between the measurement data and the analytical model. This further validates the accuracy of the analytical model.As a result of this analysis, it is important to point out that when measurements are performed on temporally unbalanced structures using a VNA, the differential-mode measurements obtained are actually the sum of the odd modes and not the true-differential mode.
CONCLUSIONThis paper has presented a model for unbalanced differential-mode operation. The theoretical model was used to mathematically analyze a temporally unbalanced structure. The model results were validated by a comparison with the measurements. Further, the results were found to agree with those obtained using commercially available software, Agilent Eagleware Genesys. It was found that the differential-mode measurements obtained from a VNA are actually the sum of the odd modes and not the true-differential mode.ABSTRACT: When a target has a large velocity, the Doppler effect is not negligible. In that case, pulse compression by means of a linear frequency modulation suffers from significant signal loss in performance due to the mismatch between the reflected signal and the matched filter caused by the Doppler distortion. This problem can be avoided by using a hyperbolic frequency-modulated waveform, which has the inherent Doppler-invariant property. In this paper, we demonstrate that the hyperbolic frequency-modulated waveform is Doppler-invariant under the assumption that the target velocity is constant, while for a linear frequency-modulated waveform it is not. Two numerical examples with rectangular and Gaussian pulse envelopes are presented to compare the performance of these two different modulation schemes under several different levels of Doppler distortions. We also compare the performance of this method with another Doppler-invariant pulse compressor based on the bipolar waveform and multiple integrator pair.
ABSTRACT:A new selective remeshing approach to efficiently utilize the finite-difference time-domain (FDTD) method for simulating 3D microwave heating cavities with rotating mode stirrers is presented here. The proposed scheme is implemented in a ϳ300L multimode applicator and the result compares favorably with a validation experiment. The proposed implementation of the selective remeshing scheme is efficient, in that the remeshing is done "on the fly" and the previous FDTD solution is used to continue the simulation as a single run of the FDTD solver.