Consider the following problem, (all the units are in meters): Two ideal monopoles of 0.25 length are installed perpendicularly on a PEC plane whose four corners are located in the following points: (-2,-2,0), (2,-2,0), (-2,2,0) and (2,2,0). The base of the first monopole is in (-1,0,0) and the second in (1,0,0). The first monopole is installed in the upper side of the PEC plane (+Z) and the second in the lower side (-Z).
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The coupling level between the monopoles at 300 MHz is the same that would be found in the following problem at 3 GHz:
i. Two ideal monopoles of 0.25 length installed perpendicularly on a PEC plane which four corners are in following points: (-0.2,-0.2,0), (0.2,-0.2,0), (-0.2,0.2,0) and (0.2,0.2,0). The base of the first monopole is in (-0.1,0,0) and the second in (0.1,0,0). The first monopole is installed in the upper side of the PEC plane (+Z) and the second in the lower side (-Z)
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The coupling level between the monopoles at 300 MHz is the same that would be found in the following problem at 150 MHz:
i. Two ideal monopoles of 0.5 length installed perpendicularly on a PEC plane which four corners are in following points: (-4,-4,0), (4,-4,0), (-4,4,0) and (4,4,0). The base of the first monopole is in (-2,0,0) and the second in (2,0,0). The first monopole is installed in the upper side of the PEC plane (+Z) and the second in the upper side (+Z).
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The coupling level between the monopoles at 300 MHz is the same that would be found in the following problem at 600 MHz:
i. Two ideal monopoles of 0.5 length installed perpendicularly on a PEC plane which four corners are in following points: (-4,-4,0), (4,-4,0), (-4,4,0) and (4,4,0). The base of the first monopole is in (-2,0,0) and the second in (2,0,0). The first monopole is installed in the upper side of the PEC plane (+Z) and the second in the lower side (-Z).
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