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Dear Group:
Long, long experience with angles above the horizon that are used by DX signals (at HF) indicates that the most useful angles are between 2 and 12 degrees. Comparing the expected gain of antennas at 6 degrees provides a good figure-of-merit. That said, if one has a low, horizontally polarized antenna with very little gain at 6 degrees, you might still work DX using more than an optimum number of hops (angle of more than ten degrees). However, you will work DX fewer days per month than someone who gets significant gain at angles smaller than ten degrees. I emphasize what Roy has said: the so-called take-off-angle (equal to the smallest angle at which peak gain occurs) of an antenna is not necessarily an indicator of DX performance. Another example is the case of a horizontally polarized antenna that is over 3 WL high: it has a small TOA but is likely to have a null at an important angle smaller than 12 degrees. In other words: the too-high-antenna works very well some of the time, but a lower antenna works better at other times. A useful goal for the (single) optimum (for DX) antenna is an antenna that has its second null (first null is at zero degrees) at an angle greater than 12 degrees and a first maximum (what is called by many the TOA) between 2 and 12 degrees. The actual angle used at the transmitter end of a DX circuit is sometimes quite different from that used at the receiver end. 73 Mac N8TT -- J. Mc Laughlin; Michigan U.S.A. Home: "Bill Turner" wrote in message ... Roy Lewallen wrote: An antenna doesn't have a single "radiation angle". It radiates at all angles. The relevant question is how much does it radiate at the particular angle of interest, not at which angle does it radiate the most. ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ That's true, except few if any hams have a specific "angle of interest", since different angles are used at different times. For most of us, the angle of maximum radiation gives a general indication of how the antenna will perform. A better indication would be a graphical representation. It's always a problem when one tries to reduce a complex situation like this down to a single number. 73, Bill W6WRT |
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