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On Wed, 27 Apr 2005 09:26:48 -0400, "J. Mc Laughlin"
wrote: Well reasoned. Think of a three-dimensional curve of cost, uncertainty, and frequency to measure gain on a range. Think of a second 3D curve involving modeling. My guess is that below something like 20 MHz (use your own number) modeling is to be preferred. On a related topic: I saw with my own eyes NBS in Boulder (c. 1978) using a different technique to measure gain. It was a near field scheme where a probe was moved in front of the antenna while its vector voltage and position was measured. (As I recall, a pair of lasers was used in the measurement of the probe's x and y position.) The (vast number of) measurements were then imported into a computer that computed the gain. As we say: "you could do that!" I never thought to ask what the expected uncertainties were expected to be. http://www.nearfield.com/ |
Richard Clark wrote:
"Capture area of antennas, 899, 927 of Yerman`s "Electronic and Radio Engineering"." "Capture Area" seems useful to show that the maximum energy you can intercept in a wave is proportional to the product of directive gain and wavelength squared. Terman`s examples show that the microwave antenna`s high gain is offset by the extremely short wavelength. There is only so much energy in a square meter of passing wave. Large antennas access more of it than small ones. I don`t often need to make these calculations. Richard Clark also says Bailey is "naively assuming a 3 dB gain with each doubling of elements." It seems to me that the 2nd, 4th, and 8th element may have the same flaws as the first. No matter how good or bad they are, if they are all similar, wouldn`t (n) elements abstract nX the energy in one element? One of my favorite gems in the newest Kraus "Antennas" is the solved problem on page 705. Solution: (A) The gain of a simple 1/2-wave dipole is 2.15 dBi and of 2 collinear in-phase dipoles is 3.81 dNi. The array of 8 such collinear dipoles adds 3 +3 = 9 dB. The reflector screen adds 3 dB more and the ground bounce another 6 dB for a total gain of 3.8 + 9 +3 +6 = 21.8 dBi." This is the gain of the Deutche Welle antenna which appears on the rear cover of my copy. Best regards, Richard Harrison, KB5WZI |
Richard Clark wrote:
On Wed, 27 Apr 2005 03:11:34 GMT, " wrote: a basis for rejecting. new knoweledge supplied by computor programs Hi Art, More baloney cut thick. You have NOWHERE offered any discussion of ANY new knoweledge (sic); but you hug such manufactured sentiments like an emotional life preserver. You rctleeny challngeed Roy for his athortuy. You wloud do well to leran spllenig bfoere ripeteang that aigan. What I want to know is how we are going to alter reality when the computer program shows it is wrong! - Mike KB3EIA - |
Richard Harrison wrote:
. . . Richard Clark also says Bailey is "naively assuming a 3 dB gain with each doubling of elements." It seems to me that the 2nd, 4th, and 8th element may have the same flaws as the first. No matter how good or bad they are, if they are all similar, wouldn`t (n) elements abstract nX the energy in one element? . . . Yes, but the amount extracted by one element is affected by the presence of the others. So adding or removing an element changes the amount extracted by all the other elements. The effect is known as "mutual coupling", and it explains why, for example, a 2 element Yagi or other two element array can have gain greater than (or less than) 3 dB relative to a single element. Roy Lewallen, W7EL |
Roy Lewallen, W7EL wrote:
"Yes, but the amount extracted by one element is affected by the presence of the others. So adding or moving an element changes the amount extracted by all the other elements." Thank you. Mutual impedance can add or subtract from a total. I assumed the designer would be deliberately combining elements in such a way as to maximize total gain. Plans don`t always work the way we hope. Best regards, Richard Harrison, KB5WZI |
Richard Fry posted a beautiful picture of a Harris / Gates test facility
in which an antenna tower is rotated and tilted up to 90-degrees, I suppose. Nice way to get the antenna pattern. Hope Harris had a government contract number to charge that job to. Best regards, Richard Harrison, KB5WZI |
From: "Richard Harrison"
Richard Fry posted a beautiful picture of a Harris / Gates test facility in which an antenna tower is rotated and tilted up to 90-degrees, I suppose. Nice way to get the antenna pattern. Hope Harris had a government contract number to charge that job to. ________________ Azimuth patterns were taken by spinning the antenna+tower around a horizontal axis centered above the two trestle supports you see in the scanned photo. The AUT is positioned broadside to the source antenna. Elevation patterns were taken by spinning the whole assembly in the horizontal plane, on the horizontal centerline of the antenna+tower assembly. The trestles sit on a huge wooden beam which itself is supported by, and centered on a motor-driven turntable -- making that possible. So both sets of patterns can be taken without needing to put the antenna+tower in the vertical plane (no tilting to 90 degrees is necessary). However we had several other positioners for vertical antennas to use when the measurement of elevation patterns was not required. Yes, this customer had deep pockets, but was not a government agency. Just a major broadcast group. RF |
Correction. Even identical array elements *don't* necessarily extract
the same amount of energy. The reason again is mutual coupling. In a four-square receiving array with very low ground loss, one of the elements will actually radiate power. This power comes from power extracted from the wave by the other three. In a Yagi array, the parasitic elements extract no power at all from an impinging wave; only the driven element does. Roy Lewallen, W7EL Roy Lewallen wrote: Richard Harrison wrote: . . . Richard Clark also says Bailey is "naively assuming a 3 dB gain with each doubling of elements." It seems to me that the 2nd, 4th, and 8th element may have the same flaws as the first. No matter how good or bad they are, if they are all similar, wouldn`t (n) elements abstract nX the energy in one element? . . . Yes, but the amount extracted by one element is affected by the presence of the others. So adding or removing an element changes the amount extracted by all the other elements. The effect is known as "mutual coupling", and it explains why, for example, a 2 element Yagi or other two element array can have gain greater than (or less than) 3 dB relative to a single element. Roy Lewallen, W7EL |
Roy Lewallen, W7EL wrote:
"Even identical array elements "don`t" necessarily extract the same amount of energy. The reason is again mutual coupling." Yes, and driven elements have a load. Parasitics do not. In a parasitic array, the field strength at a distant point is a function of the currents in both elements when it consists of two dipoles. It is true "the parasitic element extracts no power from an impinging wave". It has no load to accept the power. It is a short-corcuit rod or wire. It has current induced from a passing wave of acceptable direction and frequency whether its source is from a driven element or from a far away transmitter. The excitation of a parasitic element, if no heat is produced in the slemsnt. is 100% re-radiated. The element has a resistance which consists of its self resistance and its mutual resistances. The total composes the radiation resistance of the element which is the source resistance for the radiation from the element. My original comment was in support of Arnold B. Bailey who said something about increasing antenna gain by 3 dB every time you double its size. Precisely, that`s not true, but I gave an example from Kraus where he did much the same thing. Best regards, Richard Harrison, KB5WZI |
Richard Clark wrote:
On Tue, 26 Apr 2005 20:28:01 -0500, Tom Ring wrote: Any references on microphone calibration? Maybe a short tutorial? That is something I have a need to do. Hi Tom, Standard microphones (I am being quite specific in terminology here)? I googled with the terms B&K microphone reciprocity snip 73's Richard Clark, KB7QHC Thanks. tom K0TAR |
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