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#1
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I am focusing on the issue of power transfer at the junction of the line and
the antenna. Specifically, in a multiband dipole where the figures (all of them) will vary wildly from band to band. Maximum power transfers at resonance (oh no, let's not get into a war defining that). But I think it is safe to say by anyone's definition, a multiband dipole usually not operated at it's resonant frequencies. If the line is 450 ohm and the antenna is 2 ohm or 20 ohm or 2000 ohm, there is not resonance. Intuitively, I have got to think a 200:1 mismatch is significant. So what is the loss at the antenna/line junction? I understand matching at the transmitter end. I understand using low loss line. I don't understand why the mismatch at the antenna junction is ignored. -- Radio K4ia Craig "Buck" Fredericksburg, VA USA FISTS 6702 cc 788 Diamond 64 |
#2
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On Wed, 7 Jan 2004 11:43:17 -0500, "Craig Buck" wrote:
[snip] So what is the loss at the antenna/line junction? I understand matching at the transmitter end. I understand using low loss line. I don't understand why the mismatch at the antenna junction is ignored. I suggest you download and run TLDetails and see for yourself. It is a great freeware program which should answer most, if not all, of your questions. You can download it at: http://www.qsl.net/ac6la/tldetails.html 73 Danny, K6MHE |
#3
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Hi Craig,
The 200:1 mismatch is "significant", but it does not directly cause any loss. In handwaving fashion, this is how things work. A mismatch allows some fraction of the power to pass through the connection point, with the remainder reflected. (You can substitute voltage or current for power. The numbers are different, but the principle is the same.) Assume the transmitter supplies some level of power, say 100 W, to the transmission line in a perfectly matched manner. A tuner will generally be required. For purposes of this discussion, nothing passes from the transmission line back to the transmitter. The energy supplied by the transmitter has to go somewhere, and the only two choices are to the antenna or to losses in the transmission line. If the line is lossless then all of the energy goes into the antenna. How does this happen when the junction between the line and the antenna reflects most of the power? The power level in the line increases so that even the small percentage transferred to the antenna equals the same 100 W supplied by the transmitter. There are typically long and loud arguments in this newsgroup on the exact mechanism for this buildup in the transmission line, but it does happen within a few cycles of RF. The resulting voltages and currents will be much higher than those found in a fully matched system. So far all is good. The antenna receives the full transmitter output, and there are no added losses. The problem comes from the higher losses that occur in even the "lossless" transmission line when operating at high voltages and currents. In the case of ladder line these losses may still remain quite small, but in the case of RG-58 they can become quite large. The transmission line may fail at lower power levels than expected. Soooo, the mismatch at the antenna junction cannot really be ignored, but its impact is in the transmission line, not the junction itself. Unless the mismatch is extreme the ladder line solution takes care of the loss problem. 73, Gene, W4SZ Craig Buck wrote: I am focusing on the issue of power transfer at the junction of the line and the antenna. Specifically, in a multiband dipole where the figures (all of them) will vary wildly from band to band. Maximum power transfers at resonance (oh no, let's not get into a war defining that). But I think it is safe to say by anyone's definition, a multiband dipole usually not operated at it's resonant frequencies. If the line is 450 ohm and the antenna is 2 ohm or 20 ohm or 2000 ohm, there is not resonance. Intuitively, I have got to think a 200:1 mismatch is significant. So what is the loss at the antenna/line junction? I understand matching at the transmitter end. I understand using low loss line. I don't understand why the mismatch at the antenna junction is ignored. |
#4
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Gene Fuller, W4SZ wrote:
"The problem comes from the higher losses that occur in even the "lossless" transmission line when operating at high voltages and currents." That`s right. Gene put quotes around "lossless". The power output of the transmitter equals thaat taken by the load inspite of hier indicated forward power. The difference is a power that continues to circulate, much as baggage on an airport carrousel continues to circulate until it is taken away. Best regards, Richard Harrison, KB5WZI |
#5
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Craig Buck wrote:
If the line is 450 ohm and the antenna is 2 ohm or 20 ohm or 2000 ohm, there is not resonance. Intuitively, I have got to think a 200:1 mismatch is significant. But consider a 9:1 mismatch using 450 ohm feedline. The impedance at the current maximum point on the feedline is 50 ohms. So what is the loss at the antenna/line junction? I understand matching at the transmitter end. I understand using low loss line. I don't understand why the mismatch at the antenna junction is ignored. It's not ignored. It is taken into account by the losses in the feedline. The power reflected by the antenna is not the antenna's problem. It is the feedline's problem. A two ohm copper or aluminum antenna is probably very efficient. It is just hard to feed directly. -- 73, Cecil http://www.qsl.net/w5dxp -----= Posted via Newsfeeds.Com, Uncensored Usenet News =----- http://www.newsfeeds.com - The #1 Newsgroup Service in the World! -----== Over 100,000 Newsgroups - 19 Different Servers! =----- |
#6
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Buck, K4IA wrote:
"If the line is 450 ohm and the antenna is 2 ohm or 20 ohm or 2000 ohm, there is not resonance." A resonant dipole has a drivepoint impedance that varies from near zero ohms at zero elevation above the earth to about 100 ohms at 0.3 wavelength above the earth. For harmonic resonances, the radiation resistances and the drivepoint resistances are higher than at the first (1/2-wave) resonance. The antenna may be devoid of reactance (resonant) and have divergent drivepoint resistances depending upon which resonance, 1st, 2nd, 3rd, etc, and placement of the antenna with respect to its surroundings. Resonance and impedance matching are two different things. Best regards, Richard Harrison, KB5WZI |
#7
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On Wed, 7 Jan 2004 11:43:17 -0500, "Craig Buck" wrote:
I understand matching at the transmitter end. I understand using low loss line. I don't understand why the mismatch at the antenna junction is ignored. Hi Craig, Because the match performs a complete reflection without Rloss and the antenna performs a less than complete reflection with Rr. At least in theory. The Rr eventually claims all the power. If you wish, this could be thought of a dampened ringing to every cycle of transmission. If you compare the length of the storage component, the transmission line, to the Wavelength; then such a dampened wave diminishes to inconsequence within microseconds. Your ear (or your contact rather) will never witness the blur of data unless your transmission line is several milliseconds long (and its loss will certainly snub the effect which still means no one will ever hear it). Leaving the purity of theory behind, the match is not without Rloss as every physical component exhibits some value even if immeasurable by common instrumentation. Its comparison to the Rr of the antenna, again, bears on efficiency. This scenario of the match interface to antenna interface is akin to the resonant cavity of the Laser whose light bounces between two mirrors, one perfect, the other partially transmitting, but always with a significant emission. Your speculated SWR of 200 only amplifies the loss of the system and is not typically encountered AND ignored. A typical SWR of 1.2 or 1.5 or 2 or 3 or 5 could be ignored with impunity, but the scale of loss is in the ohmic resistance of the system components. The hazard of high SWR is more to the source and components (arc over or melt down). If you had a 5 Ohm Rr antenna with a 45 Ohms of ohmic resistance, the evident SWR of 1:1 would not guarantee an efficient solution. More folks pay attention to THAT than a 2:1 for a 25/100 Ohm Rr. 73's Richard Clark, KB7QHC |
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