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#21
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Reg Edwards wrote:
The complete equation is - Attenuation = R/2/Ro + G*Ro/2 Nepers where G is the conductance of the dielectric, which is small for materials such as polyethylene and Teflon. And 1 Neper = 20/Ln(10) = 8.686 dB. Reg, I didn't disagree with your equation. I disagreed with this statement of yours: The number one reason for attenuation being higher is because the conductor diameter is smaller and, as a consequence, its resistance is higher. That is simply not a true statement. #13 RG-213 wire is actually ***LARGER*** than #18 ladder-line wire yet the coax still has the higher matched-line loss. If your statement were true, #13 RG-213 would have lower losses than #18 ladder-line but it doesn't. The number one reason that coax has higher matched line losses than ladder-line is NOT primarily due to wire size. It is primarily due to the differences in characteristic impedance, as I said earlier, and as proved by your equation above. -- 73, Cecil http://www.qsl.net/w5dxp ----== Posted via Newsfeeds.Com - Unlimited-Uncensored-Secure Usenet News==---- http://www.newsfeeds.com The #1 Newsgroup Service in the World! 100,000 Newsgroups ---= East/West-Coast Server Farms - Total Privacy via Encryption =--- |
#22
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Reg Edwards wrote:
All the so-called SWR meter tells you is whether or not the transmitter is being loaded with 50 ohms. This may be a useful thing to know. But it is NOT SWR. Where is the line on which the SWR is supposed to be measured? If the reflected power on the line between the transmitter and the meter equals zero: SWR = [SQRT(Pf)+SQRT(Pr)]/[SQRT(Pf)-SQRT(Pr)] SWR = [SQRT(Pf)+0]/[SQRT(Pf)-0] = 1:1 -- 73, Cecil http://www.qsl.net/w5dxp ----== Posted via Newsfeeds.Com - Unlimited-Uncensored-Secure Usenet News==---- http://www.newsfeeds.com The #1 Newsgroup Service in the World! 100,000 Newsgroups ---= East/West-Coast Server Farms - Total Privacy via Encryption =--- |
#23
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Reg:
You kinda relate SWR meters to "time", huh? Well, I am used to being fooled by "non-existant" "things"-"values" which we plug into formulas and somehow get workable results back!!!! The "Unified Antenna Theory" will be a nice thing--when it finally gets here... so, a SWR meter which doesn't work as "mentally modeled"--hey, perfectly understandable!!! So, not in anyway in disagreement with you, just poking a bit of fun at the way things work... Like I say, I miss the old PA tubes--dull almost dark red glow from the plates--good to excellent... brighter almost cherry red--danger will robinson!!!!... orange'ish-red--time to buy new finals!!!!! grin I am at a complete loss on the email... may have picked up some malicious email from a "fan" of mine... have worn myself out attempting to find the problem--you can count on me NOT giving up until it is fixed... I keep a seperate computer for use here--this demonstrates why... Warmest regards, John -- If "God"--expecting an angel... if evolution--expecting an alien... just wondering if I will be able to tell the difference! "Reg Edwards" wrote in message ... | John, | | All the so-called SWR meter tells you is whether or not the | transmitter is being loaded with 50 ohms. | | This may be a useful thing to know. But it is NOT SWR. Where is the | line on which the SWR is supposed to be measured? | | By the way, I think I am receiving all your emails. But you do not | appear to be receiving any of mine. Don't think I do not wish to | speak to you. | | Could you check that you can receive other people's emails? | ---- | Reg, G4FGQ | | |
#24
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Cecil Moore wrote:
Reg Edwards wrote: The complete equation is - Attenuation = R/2/Ro + G*Ro/2 Nepers where G is the conductance of the dielectric, which is small for materials such as polyethylene and Teflon. And 1 Neper = 20/Ln(10) = 8.686 dB. Reg, I didn't disagree with your equation. I disagreed with this statement of yours: The number one reason for attenuation being higher is because the conductor diameter is smaller and, as a consequence, its resistance is higher. As an illustrated example: Assume a parallel feedline made from #24 wire and having a characteristic impedance of 600 ohms. What size would the wire in 50 ohm coax have to be to equal the HF matched line loss of the #24 600 ohm line? (The wire in the coax has to be 12 times as conductive as the wire in the parallel feedline in order to offset the effect of Z0.) A rough estimate indicates that the #24 600 ohm line has approximately the same matched line loss as RG-213 with its #13 wire. -- 73, Cecil http://www.qsl.net/w5dxp ----== Posted via Newsfeeds.Com - Unlimited-Uncensored-Secure Usenet News==---- http://www.newsfeeds.com The #1 Newsgroup Service in the World! 100,000 Newsgroups ---= East/West-Coast Server Farms - Total Privacy via Encryption =--- |
#25
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![]() Cecil Moore wrote: Reg Edwards wrote: You will get all sorts of technical reasons for lower loss. But essentially - The wires in high impedance balanced pair lines are thicker than the inner conductor of coaxial lines. Thicker wires mean lower resistance. Lower resistance means lower loss. That is true. But the number one reason that matched line loss for 450 ohm ladder-line is lower than matched line loss for RG-213 at HF is the effect of (characteristic impedance =3D load) which is the same effect as Ohm's law. Given RG-213 vs 450 ohm ladder-line the losses are *roughly* equal when: SWR(coax)/50 =3D SWR(ladder-line)/450 or, in general, when: SWR1/Z01 =3D SWR2/Z02 Wunnerful. But out here in the realities of practical (God forbid) applications of the various types of backyard feedlines there's a persistent rumor going back decades to the effect that decent open-wire feedlines have significantly lower dielectric losses than "ham-level" coax under all VSWR condx. So there are conductor *and* dielectric I=B2R losses to consider in this discussion yes? -- 73, Cecil http://www.qsl.net/w5dxp w3rv ----=3D=3D Posted via Newsfeeds.Com - Unlimited-Uncensored-Secure Usenet News=3D=3D---- http://www.newsfeeds.com The #1 Newsgroup Service in the World! 120,000+ Newsgroups ----=3D East and West-Coast Server Farms - Total Privacy via Encryption =3D---- |
#26
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Brian Kelly wrote:
So there are conductor *and* dielectric I²R losses to consider in this discussion yes? Dielectric losses are usually considered to be negligible at HF. -- 73, Cecil http://www.qsl.net/w5dxp ----== Posted via Newsfeeds.Com - Unlimited-Uncensored-Secure Usenet News==---- http://www.newsfeeds.com The #1 Newsgroup Service in the World! 120,000+ Newsgroups ----= East and West-Coast Server Farms - Total Privacy via Encryption =---- |
#27
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Reg:
I am not after your scalp, trust me... However, as I ready for bed, I was thinking--on the age of my coax... although some may be as new as 3 years old... most is greater than 5, and I bet the run to my 1/2 vertical is 20 years or better.... Sometime in the past, I remember reviewing data on loss in coax going up with age.... not that it would amount to an important loss... but still, it must be a measurable amount... Oh, and strange how this all keeps touching on the matter I am constantly holding at hand... but that "skin effect"... seems like copper becomes an "impedance" at high freqs.... those little electrons in the wire just can't keep pumping the charge fast enough... seems like that old rf there is considering the ether itself (dielectric in coax) as a better choice of travel than the copper atoms... Warmest regards, John -- If "God"--expecting an angel... if evolution--expecting an alien... just wondering if I will be able to tell the difference! "Reg Edwards" wrote in message ... | The number one reason for attenuation being higher is because the | conductor diameter is smaller and, as a consequence, its resistance | is | higher. | | The exact simple mathematical relationship is - | | Line attenuation = 8.69*R/2/Ro dB. | | Where R is the resistance of the wire and Ro is the real component | of | line impedance, all in ohms. | | Make a note of it in your notebooks. | | And, hopefully, that should be the end of the matter. But, knowing | you lot, it probably won't be. ;o) | ---- | Reg, G4FGQ | | ================================ | | To you all. | | As predicted, I appear to have stirred up a hornet's nest. | | First of all, give credit to where credit is due. The simple equation | is not due to me but to Oliver Heaviside, 1850 - 1925. May God rest | his soul. And mine! | | It applies from DC to VHF where the predominent loss is due to | conductor resistance including skin effect. At higher frequencies, say | above 0.5 GHz, loss in the dielectric material begins to play an | important part. | | The complete equation is - | | Attenuation = R/2/Ro + G*Ro/2 Nepers | | where G is the conductance of the dielectric, which is small for | materials such as polyethylene and Teflon. And 1 Neper = 20/Ln(10) = | 8.686 dB. | | The Neper is the fundamental unit of transmission loss per unit length | of line, familiar to transmission line engineers. It is named after | Napier, a canny Scotsman who had something to do with the invention of | Logarithms around the 18th Century. | | Attenuation is simply the basic matched loss of a particular line, | unaffected by SWR and all the other encumbrances which amateurs such | as W5DXP ;o) worry about. KISS. | | Incidentally, the additional-loss versus SWR curves, published in the | ARRL books and copied by the RSGB, for many years, are based on an | incorrect mathematical analysis. But they are near enough for | practical purposes. | | Not that SWR matters very much. SWR meters don't measure SWR on any | line anyway. You are all being fooled. ;o) ;o) ;o) | ---- | Reg, G4FGQ | | |
#28
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I have never heard of ageing effects in copper or polyethylene - or
ancient ebonite spacers even. The very first coaxial carrier communications cable was laid in Great Britain by the Post Office, around 1937, between the cities of Manchester and Leeds. There were 4 coaxial tubes inside a lead sheath. Outer conductors = 0.375". Inner conductors = 0.1", which later became the standard. Mostly air spaced. Inner conductors were supported by ebonite disks or similar material, spaced at about 1.5". Polyethylene was still waiting to be invented. Working frequencies from 60 kHz to about 2 MHz. Repeater spacing about 5 miles. Around 1960 I had the opportunity to test sections of this cable. As far as I could judge it was in perfect working order. Bear in mind it is possible to detect small changes in attenuation only by looping back on very long lengths. It cannot be done in the lab. I imagine coax, with temperature expansion and contraction, very slowly 'breathes' through the ends and draws in humid atmospheric pollution. Perhaps after 50 years it may have some minute detectable effect on attenuation and appearance. Attenuation is the last parameter to fail. Far more serious things have to happen to a transmission line before loss becomes noticeable. For example, a coax line can be almost flattened with a hammer over a length of several feet which will make a shocking mess of impedance. Yet, provided the inner and outer conductors are not in contact with each other, additional loss will be undetectable. ========================= Nothing happens to metallic copper with frequency. But copper conductors also have internal inductance in addition to conductance. Inductive reactance increases with frequency. The increase in inductive reactance begins at the centre of the conductor and drives the current outwards towards the surface or perimeter. At sufficiently high frequencies the current is forced to flow only on the conductor's skin. The conductance of copper remains the same. But the cross-section of the conductor allowed to the current is very much reduced and so the effective resistance per unit length increases together with the inductive reactance. It's an interesting fact that at frequencies where skin effect is fully operative, conductor inductive reactance and resistance become equal to each other. Measure one and you also know the other. ---- Reg, G4FGQ |
#29
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I should have mentioned, the Manchester-Leeds Number 1 Coaxial Cable
had an impedance of 75 ohms. The impedance at which, for a given price of copper, in those far-off days, had the lowest attenuation per mile. 75 ohms has stuck as the Standard.. The distance between Manchester (then the centre of the cotton industry) and Leeds (then the centre of the woolen industry), by road, over the beautiful Lancashire and Yorkshire moors, is about 40 English miles. By correct choice of impedance the conscientious engineers of that age could have saved as much as £5,000 per mile in the price of copper, to be formed in the manufactories into copper tapes for outer coaxial conductors, and drawing copper wire from 3-ton billet-form down to exact precision-size wire through water-cooled diamond dies. It was and still is a precision manufacturing industry. More savings occur in the distance between repeater stations. If attenuation performance requirements can be met with one fewer repeater station, the cost of a whole building, power supplies and transmission equipment can be saved. Although communications have shifted to digital, cables still matter. But eventually optical fibers will take over the long distance communications. Radio Amateurs, with a little money to burn, never become involved with such mundane matters. They are more interested in what they imagine the SWR meter tells them. But if that keeps them happy then so be it. I am an amateur myself. I have a call sign which sounds very nice in morse code. Why should I disillusion them? ---- Reg, G4FGQ |
#30
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On 15 May 2005 17:59:50 -0700, "Brian Kelly" wrote:
So there are conductor *and* dielectric I²R losses to consider in this discussion yes? No. |
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