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- W2308226064 abstract "We utilize the NEC computer code and the modified transmission line equation (MTLE) to compute the resonant frequencies, amplitudes and Q of the low order resonances (<6) of a transmission line illuminated by a plane electromagnetic wave. We find that for lines with a length of 30 times the separation distance the amplitude of the induced current predicted by the MTLE is in error by as little as 13% (1 st resonance) to as much as 132% (5 th resonance). Increase the spacing to 1/6 th the length and the error climbs to 280% (1 st resonance) to 2,300% (5 th resonance). We use these results to determine the fraction of the maximum power stored on the line that is radiated in each cycle (PR) as the separation distance varies. The results are consistent with the result given by King [4]. A Fourier analysis of the differential mode currents predicted by NEC confirms that at resonance the differential mode currents are strongly dominated by the resonant mode. A refined theory based on these results and the approach outlined by Larrabee [5] is being developed." @default.
- W2308226064 created "2016-06-24" @default.
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- W2308226064 date "2004-01-01" @default.
- W2308226064 modified "2023-09-26" @default.
- W2308226064 title "Reduced Coupling of Electromagnetic Waves to Transmission Lines Due to Radiation Effects" @default.
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