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#1
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#2
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ORIGINAL MESSAGE:
Dan Richardson wrote: That may have some validity in the VHF and higher ranges, but on HF - particularly on 80 meters - a car body's size is a small fraction of a wavelength (as is the whip portion). Consequently the vehicle body acts like the one half of a dipole antenna. ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ Q. How can a car body which is a "small fraction" of a wavelength act like one half of a dipole? A. It can't. Q. Well, what does it do then? A. It acts like a short piece of wire leading from the bottom of the whip to the actual ground plane, namely the earth itself. Q. Does that help any? A. Probably a little, but remember the piece of wire (the car body) is only a few feet long. Not very much on 80 meters. Q. Thanks, I get it now. A. You're welcome. 73, Bill W6WRT |
#3
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Bill Turner wrote:
ORIGINAL MESSAGE: Dan Richardson wrote: That may have some validity in the VHF and higher ranges, but on HF - particularly on 80 meters - a car body's size is a small fraction of a wavelength (as is the whip portion). Consequently the vehicle body acts like the one half of a dipole antenna. ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ Q. How can a car body which is a "small fraction" of a wavelength act like one half of a dipole? A. It can't. Q. Well, what does it do then? A. It acts like a short piece of wire leading from the bottom of the whip to the actual ground plane, namely the earth itself. Q. Does that help any? A. Probably a little, but remember the piece of wire (the car body) is only a few feet long. Not very much on 80 meters. Q. Thanks, I get it now. A. You're welcome. 73, Bill W6WRT Actually it is acting as one half of a dipole. It is just a non-resonant half of a dipole. Remember "di" means two. Dave WD9BDZ |
#4
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David G. Nagel wrote:
Actually it is acting as one half of a dipole. It is just a non-resonant half of a dipole. Remember "di" means two. Dave WD9BDZ ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ ~~~~~~~~~~~~ In a strict sense you are correct, but in the context here where one half of the dipole is an eight-foot whip and the other half is four feet of car body, we don't have much of an 80 meter antenna without the coupling from car body to earth ground. Bill, W6WRT |
#5
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Bill Turner wrote:
David G. Nagel wrote: Actually it is acting as one half of a dipole. It is just a non-resonant half of a dipole. Remember "di" means two. Dave WD9BDZ ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ ~~~~~~~~~~~~ In a strict sense you are correct, but in the context here where one half of the dipole is an eight-foot whip and the other half is four feet of car body, we don't have much of an 80 meter antenna without the coupling from car body to earth ground. Bill, W6WRT No argument here Bill. The point I guess I was trying to make is that a dipole antenna system is two elements no matter what you make them of. I use a Hi Sierra screwdriver antenna on my Honda Element. Even though is is an impressive construct I don't harbor any illusions that it is an efficient radiator. The body of the car is longer than the length of the screwdriver, coil and whip. I have also used an Outbacker. Some say that is a good antenna for it type, I have not had that good of a result with it. Of course I am using my mobile for Civil Air Patrol and the Outbacker does not fit that frequency very well on the precut tuning jacks. I have found this thread to be interesting but I think that is had passed that point. I do not consider myself to be anything other than an interested amateur and always consider your comments with great interest. Thank you for your personal comments. Dave WD9BDZ |
#6
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I'm afraid people are getting too hung up by trying to squeeze
everything into various pigeon holes like "dipole" and "ground". You'll have to think beyond those narrow and poorly defined and understood categories and look at the basics of antenna operation in order to understand what's happening. The field radiated from a conductor is determined by two things: the amount of current on it, and the length of the path the current takes. Theorists have known this for well over a century. The most sophisticated antenna analysis programs break the current paths into very short pieces ("segments"), calculate the current on each piece, and then calculate the resulting field from the product of the current and the segment length. Fields from various parts of the conductors can cancel or reinforce to any degree. (Mathematically, they add vectorally.) If you don't or can't believe this, you needn't bother continuing. For those still reading, let's imagine a 16 foot vertical wire with a tiny 3.5 MHz signal generator at the center. This is known in textbooks as a "dipole", but how things behave aren't dictated by what we call them, so feel free to insist it's a "seagull", "pizza", "xfppftm", or whatever makes you comfortable. The signal generator has two terminals, and any generator must have equal currents in and out of its two terminals. If you don't or can't believe that, brush up on Kirchoff's current law. If that doesn't do it, there's no need to continue further. Let's suppose the generator is producing one amp RMS of RF current. If, say, 0.2 amp is flowing upward out of the top terminal at a given instant, 0.2 amp is flowing upward into the bottom terminal at the same instant. By inspection, one amp RMS is flowing upward in the vertical wire immediately above and below the generator. By a number of techniques, we can show that the current decreases nearly linearly from the center to the ends. That is, four feet from the center, either above or below the source, the current is 1/2 amp. At the antenna tips, the current is zero, which we should expect: there's nowhere for it to go. It should be obvious that the wire above the source is radiating the same field strength as the wire below the source -- for each little piece of the wire above the source there's a piece below the source carrying exactly the same current. And as it turns out, the fields from all parts of both wires add completely in phase directly broadside to the wire, and only partially in phase in other directions. So at least directly broadside, we can say that the contribution from each wire is equal and proportional to its total field strength. Ok, now let's make one of the wires "ground" and the other a "whip", because we like to do that, right? Let's call the top wire a "whip", and bottom load it. We add an inductor (very small, physically, to avoid adding another dimension to this analysis) between the signal generator's top terminal and its connection with the upper wire. We can make the inductor the proper value to make the upper wire/inductor self resonant if it were grounded, or we can make the inductor about twice as large to make the whole dipole resonant. It doesn't matter. Now let's see what happened to the radiation from the "whip" and "ground" wires. There's no change whatsoever! The currents are exactly the same as they were before, on both wires. They still taper from the center to the tips as before. They both radiate equally. All we've done is change the impedance seen by the generator. If you don't believe this, perhaps you can explain why they won't. Next, let's replace the lower wire with a cylinder like a tank, say 10 feet in diameter but still 8 feet high. What happens then? Surely it must now be "ground", and "ground" doesn't radiate, does it? Well, it does radiate. The one amp flowing into the bottom generator terminal spreads out radially over the top of the cylinder. Although the current density decreases as we move out from the center, the total current also decreases. If only the cylinder top was present and the rest of the cylinder missing, the current would drop to nearly zero at the edge. But because of the presence of the rest of the cylinder, the current at the edge drops to about half the value at the center. The half which remains flows down the cylinder sides. This would result in the field from the cylinder being about half the field from the "whip" if the current decreased to zero at the bottom of the cylinder as it does at the top of the whip. But the current along the sides of the cylinder doesn't drop to zero at the bottom of the walls because it can flow onto the bottom of the cylinder. The average current on the whip is 0.5 amp, and on the cylinder (from a model) about 0.35 amp, so the cylinder's field is about 3 dB less than that of the "whip". Not quite what most of envision when we think of a "ground". If we top load the whip with a 10 foot diameter top hat, its average current increases to about 0.9 amp. But its presence also reduces the amount of current drop from the center to the edge of the cylinder top due to mutual coupling. The end result is larger current along the cylinder sides and very nearly the same field strength ratio between the "whip" and cylinder. So far this analysis has taken place in free space. What happens if we put the cylinder bottom just above the ground, say six inches? Now, surely, the cylinder is "ground"! But the current still flows down the sides and radiates just like the old original vertical lower wire did. And putting the bottom close to ground increases the current along the sides! The coupling between the cylinder bottom and ground acts somewhat like a top hat does to a whip, and increases the average current. Instead of 0.35 amp, it increases to about 0.42. Now the cylinder's field is only about 1.5 dB less than that of the "whip". I hope this has encouraged at least a few people to think a little before declaring every conductor to be either an "antenna" or a "ground plane" and assuming that by doing so they'll somehow cause it to behave in some predetermined and only vaguely understood fashion. Roy Lewallen, W7EL Bill Turner wrote: ORIGINAL MESSAGE: Dan Richardson wrote: That may have some validity in the VHF and higher ranges, but on HF - particularly on 80 meters - a car body's size is a small fraction of a wavelength (as is the whip portion). Consequently the vehicle body acts like the one half of a dipole antenna. ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ Q. How can a car body which is a "small fraction" of a wavelength act like one half of a dipole? A. It can't. Q. Well, what does it do then? A. It acts like a short piece of wire leading from the bottom of the whip to the actual ground plane, namely the earth itself. Q. Does that help any? A. Probably a little, but remember the piece of wire (the car body) is only a few feet long. Not very much on 80 meters. Q. Thanks, I get it now. A. You're welcome. 73, Bill W6WRT |
#7
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Roy Lewallen wrote:
I hope this has encouraged at least a few people to think a little before declaring every conductor to be either an "antenna" or a "ground plane" and assuming that by doing so they'll somehow cause it to behave in some predetermined and only vaguely understood fashion. ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ ~~~~~~~~~~~~~~~~ A very good explanation, thank you Roy. However... in your example of the giant tin can in free space, the top of the tin can is acting like a ground plane, the side is acting like an antenna and the bottom is again acting like a ground plane, just as we have been saying. When this model is transferred to a car body, the bottom of the car, in addition to the above, is also acting like one plate of a capacitor coupling the signal to the earth below it, commonly known as "ground". If someone disagrees with this I believe we have a problem with semantics more than physics. In other words, we are arguing over nothing. Bill, W6WRT |
#8
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Bill Turner wrote:
Roy Lewallen wrote: I hope this has encouraged at least a few people to think a little before declaring every conductor to be either an "antenna" or a "ground plane" and assuming that by doing so they'll somehow cause it to behave in some predetermined and only vaguely understood fashion. ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ ~~~~~~~~~~~~~~~~ A very good explanation, thank you Roy. However... in your example of the giant tin can in free space, the top of the tin can is acting like a ground plane, the side is acting like an antenna and the bottom is again acting like a ground plane, just as we have been saying. When this model is transferred to a car body, the bottom of the car, in addition to the above, is also acting like one plate of a capacitor coupling the signal to the earth below it, commonly known as "ground". If someone disagrees with this I believe we have a problem with semantics more than physics. In other words, we are arguing over nothing. Bill, W6WRT I interpreted your comments and those by some others as claiming that radiation from the car is insignificant, and that it therefore isn't effectively part of the antenna. I attempted to show that this isn't generally true. I also showed that coupling to the ground actually increases radiation from the car. So either I've convinced you by my illustration, or I misinterpreted your earlier remarks. Roy Lewallen, W7EL |
#9
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Roy, your analogy of the car body as a tin can really got me to
thinking. With the whip mounted dead center on the top of the car, I can see how the roof acts like a ground plane (a very short one) but I'm puzzled about the radiation from the lower part of the car body. If one visualizes RF flowing through the sides, hood and trunk of the car, the currents will all be in phase with each other (roughly, of course) but the currents are displaced in space by several feet. How does this affect the net radiation from the car body as a whole? Is there some addition or subtraction due to having the same current, same phase but at a different location in space, and arranged in a more or less 360 degree pattern? An interesting thought. 73, Bill W6WRT |
#10
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Think for a moment about a wire carrying RF current. RF current in any
good conductor stays very close to the surface, so it's valid to imagine it flowing right on the surface. On a wire, the current spreads uniformly around the wire (unless it's very close to some other conductor), and each little part radiates. But at any distant point, the fields from the currents at various places around the wire (at a single location along the wire) are virtually the same, so it acts like a single current filament flowing on an infinitesimally thin wire. This is, in fact, how NEC and similar programs model conductor currents. The same even spreading happens as the wire gets fatter and fatter, but only up to a point. The model of a single current filament begins breaking down when the fields from different places around the wire are noticeably different at a distant point. This happens when the wire diameter becomes an appreciable fraction of a wavelength. Other things happen, then, too -- circumferential currents -- ones flowing around the wire -- develop, resulting in (or being caused by, depending on your point of view) non-uniform current distribution around the wire. And the wire itself affects the field. That is, the current on the side away from a distant point can't directly radiate to the distant point because the wire is in the way. Because the various current contributions around the wire won't all add together at a distant point any longer, the pattern changes. I can't give any more specific answer to the question, really, than that the pattern will become more complex. In the case of the example I gave earlier with the cylindrical "car", if you raise the frequency, you'll reach a point where these effects happen. One result will be that the horizontal pattern will no longer be omnidirectional, but develop lobes. The height of the cylinder or car might affect the way current is distributed around it -- I haven't thought about it enough to hazard a guess. The good news is that today's modeling programs do a good job of showing these effects. The general technique is to represent flat surfaces such as a car top or side as a wire grid, to stay within the program's requirements that wire diameter must be no more than a very small fraction of a wavelength. As long as the holes in the grid are kept to a tenth of a wavelength or less, results are quite good. Roy Lewallen, W7EL Bill Turner wrote: Roy, your analogy of the car body as a tin can really got me to thinking. With the whip mounted dead center on the top of the car, I can see how the roof acts like a ground plane (a very short one) but I'm puzzled about the radiation from the lower part of the car body. If one visualizes RF flowing through the sides, hood and trunk of the car, the currents will all be in phase with each other (roughly, of course) but the currents are displaced in space by several feet. How does this affect the net radiation from the car body as a whole? Is there some addition or subtraction due to having the same current, same phase but at a different location in space, and arranged in a more or less 360 degree pattern? An interesting thought. 73, Bill W6WRT |
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