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Angle of radiation
"Roy Lewallen" wrote in message ... Jimmie D wrote: This afternoon while cleaning a closet I pulled out an old US map that had been marked with contacts I made back when I worked 10M a lot. After the local stations there is a big empty area on the map then I started making contacts again at about 300 miles. Antenna used was a 1/4 lambda groundplane with the radials drooping so to match 50 ohms. A chart I found indicates that this means I have a vertical angle of radiation of 50 to 60 degrees. Is this correct??. . . . No, it's not. An antenna doesn't have a single angle of radiation, but radiates at all angles. Roy Lewallen, W7EL Thanks Roy, I know but the chart I was using wasnt clear on what it was presenting. It is a photo copied page out of a book and hopefully there was more info that went with it than what I have. The chart does seem to be indicating that one should use the closest skip contacts to get an idea of the radiation angle. It was my doubts about this that inspired my question. Perhaps I am taking the chart out of context or maybe it is just wrong.. Jimmie |
#2
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Angle of radiation
"Jimmie D" wrote in message ... The chart does seem to be indicating that one should use the closest skip contacts to get an idea of the radiation angle. It was my doubts about this that inspired my question. Perhaps I am taking the chart out of context or maybe it is just wrong.. You shouldn't doubt a chart of things that happened. What you said makes sense, otherwise. As Cecil said, the radiation leaves your antenna at (optimum) angles between 9 and 53 degrees. (That's the half-power beamwidth in an elevation view.) Low angle radiation, the ground wave, peters out after a few miles, but you do get local contacts with it. High angle radiation goes into space and is lost. The mid-angles are refracted in the ionospere and returned to earth. That's your set of distance range contacts. Think of how it would be to toss a tennis ball toward a ceiling: If the ball could go straight up through the ceiling, it would be lost; also, if a low-angle toss never hit the ceiling, it would also be lost. It's those mid-length tosses that bring the ball down somewhere in the room that pay off. I realize this is an imperfect metaphor, but it may do the trick for you. "Sal" |
#3
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Angle of radiation
"Sal M. Onella" wrote in message ... "Jimmie D" wrote in message ... The chart does seem to be indicating that one should use the closest skip contacts to get an idea of the radiation angle. It was my doubts about this that inspired my question. Perhaps I am taking the chart out of context or maybe it is just wrong.. You shouldn't doubt a chart of things that happened. What you said makes sense, otherwise. As Cecil said, the radiation leaves your antenna at (optimum) angles between 9 and 53 degrees. (That's the half-power beamwidth in an elevation view.) Low angle radiation, the ground wave, peters out after a few miles, but you do get local contacts with it. High angle radiation goes into space and is lost. The mid-angles are refracted in the ionospere and returned to earth. That's your set of distance range contacts. Think of how it would be to toss a tennis ball toward a ceiling: If the ball could go straight up through the ceiling, it would be lost; also, if a low-angle toss never hit the ceiling, it would also be lost. It's those mid-length tosses that bring the ball down somewhere in the room that pay off. I realize this is an imperfect metaphor, but it may do the trick for you. "Sal" I dont doubt waht Cecil said but the way this chart is written it would make you think that you should base the angle of radiation on the closest contacts that are "skip". I assumed that someone COULD make a chart like this. I was actually hoping this would be the case because it is much easier to discern that leading edge than try to pick out some point in the middle. NOW I dont this this graph wa intended to be used to determine the radiation angle of any particular antenna. Rather I believe now that it was intended as an educational tool to get across the relationship between vertical angle and skip zones. |
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