Here is a clip of a post I made on another website in answer to a question there, which might be of interest here also...
Below is a graphic from a NEC4.2 study showing how unequal-length buried radials affect the radiated groundwave field of a 1/4-wave monopole, for approximately the conditions given in the opening post.
The h-plane fields are uniform +/- 0.014 dB.
The ~304 mV/m groundwave fields calculated by NEC over these real earth paths are rather close to the ~306 mV/m inverse distance field ("efficiency") that the FCC predicts for this power and distance for a 1/4-wave monopole driven against 120 buried radials, each 1/4-wave in length.
Changing earth conductivity in that NEC4 model to 1 mS/m d.c. 5 (other parameters the same) changes the groundwave field to about 259 mV/m at 1 km, with a circularity of about +/- 0.12 dB.
R. Fry
Below is a graphic from a NEC4.2 study showing how unequal-length buried radials affect the radiated groundwave field of a 1/4-wave monopole, for approximately the conditions given in the opening post.
The h-plane fields are uniform +/- 0.014 dB.
The ~304 mV/m groundwave fields calculated by NEC over these real earth paths are rather close to the ~306 mV/m inverse distance field ("efficiency") that the FCC predicts for this power and distance for a 1/4-wave monopole driven against 120 buried radials, each 1/4-wave in length.
Changing earth conductivity in that NEC4 model to 1 mS/m d.c. 5 (other parameters the same) changes the groundwave field to about 259 mV/m at 1 km, with a circularity of about +/- 0.12 dB.
R. Fry