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#1
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Keith Dysart wrote:
Keith Dysart wrote: given a black box of unknown internals but told that its terminals present -j567 at the frequency of interest, would you refuse to calculate the length of 600 ohm line needed to produce 0 ohms? Though I notice that you still have not answered the question. Why would anyone refuse to calculate the length of 600 ohm line needed to produce 0 ohms? I think I was the first to calculate it at 43.4 degrees. -- 73, Cecil http://www.w5dxp.com |
#2
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On Dec 16, 1:18 am, Cecil Moore wrote:
Keith Dysart wrote: Keith Dysart wrote: given a black box of unknown internals but told that its terminals present -j567 at the frequency of interest, would you refuse to calculate the length of 600 ohm line needed to produce 0 ohms? Though I notice that you still have not answered the question. Why would anyone refuse to calculate the length of 600 ohm line needed to produce 0 ohms? I think I was the first to calculate it at 43.4 degrees. Exactly. Why would anyone refuse? So the next question is: What is the phase change at the terminals of the black box? 1) -93 degrees? (previous answer when it was a capacitor) 2) 36.6 degrees? (previous answer when it was 10 degrees of 100 ohm line) 3) 0 degrees? (previous answer when it was 46.6 degrees of 600 ohm line) 4) undecidable? 5) undefined? 6) irrelevant? 7) ??? ....Keith |
#3
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Keith Dysart wrote:
Why would anyone refuse to calculate the length of 600 ohm line needed to produce 0 ohms? I think I was the first to calculate it at 43.4 degrees. Exactly. Why would anyone refuse? Nobody has refused so it is a rhetorical question the meaning of which is obscure. So the next question is: What is the phase change at the terminals of the black box? You list the phase changes at the terminals of the black boxes. An s-parameter analysis will prove those are valid values. Have you done that s-parameter analysis yet? b1 = s11*a1 + s12*a2 b2 = s21*a1 + s22*a2 The phase shift is the relative phase between b1 and a2. And also the relative phase between b2 and a1. 1) -93 degrees? (previous answer when it was a capacitor) I might be wrong about that one. It might instead be 180 - 93, but that would just be a stupid math mistake. The main thing is that it is different from the other two. 2) 36.6 degrees? (previous answer when it was 10 degrees of 100 ohm line) 3) 0 degrees? (previous answer when it was 46.6 degrees of 600 ohm line) There's nothing wrong with those answers except maybe a stupid math error. Each condition indeed does have a different phase shift that can be measured one inch on the other side of the terminals if one is simply allowed to make those measurements. If s11 is measured and stamped on the black boxes, the phase changes can be easily calculated. This is an example of how models can get you into trouble. Not allowing us to look inside the black box doesn't change the laws of physics and make all the phase shifts the same. It just means that the phase shifts are unknown and need to be measured. Using that same logic, if you were shackled at the bottom of Carlsbad Caverns, night and day would stop happening just because you couldn't see it happening. Do you really expect us to believe that the phase shift is the same for all the black boxes but changes abruptly when the reflection coefficients are measured? -- 73, Cecil http://www.w5dxp.com |
#4
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On Sun, 16 Dec 2007 08:06:18 -0600, Cecil Moore
wrote: 2) 36.6 degrees? (previous answer when it was 10 degrees of 100 ohm line) 3) 0 degrees? (previous answer when it was 46.6 degrees of 600 ohm line) There's nothing wrong with those answers except maybe a stupid math error. Stupid math errors must be valid answers then? |
#5
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On Dec 16, 9:06 am, Cecil Moore wrote:
Keith Dysart wrote: Why would anyone refuse to calculate the length of 600 ohm line needed to produce 0 ohms? I think I was the first to calculate it at 43.4 degrees. So the next question is: What is the phase change at the terminals of the black box? 1) -93 degrees? (previous answer when it was a capacitor) I might be wrong about that one. It might instead be 180 - 93, but that would just be a stupid math mistake. The main thing is that it is different from the other two. 2) 36.6 degrees? (previous answer when it was 10 degrees of 100 ohm line) 3) 0 degrees? (previous answer when it was 46.6 degrees of 600 ohm line) There's nothing wrong with those answers except maybe a stupid math error. Each condition indeed does have a different phase shift that can be measured one inch on the other side of the terminals if one is simply allowed to make those measurements. But the rules for black boxes do not allow measurements on the inside. This is how they help clarify the thinking. This is an example of how models can get you into trouble. Not allowing us to look inside the black box doesn't change the laws of physics and make all the phase shifts the same. Nor has that been claimed. It just means that the phase shifts are unknown and need to be measured. As you say, the phase shifts are unknown so from my list of possible answers, I would have recommended selecting 4) undecidable but this leads to it also being 6) irrelevant since the problem can be solved without the information. ....Keith |
#6
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Keith Dysart wrote:
But the rules for black boxes do not allow measurements on the inside. This is how they help clarify the thinking. I've not disagreed about anything happening outside the black boxes. I am only interested in what is happening inside so I am getting rid of the black boxes. They are a silly unnecessary handicap. since the problem can be solved without the information. You haven't solved the problem yet with no black box. --43.4 deg 600 ohm line--+--10 deg 100 ohm line--open Vfor1--|--Vfor2 What is the phase shift between Vfor1 and Vfor2? I solved it for you already. -- 73, Cecil http://www.w5dxp.com |
#7
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Keith Dysart wrote:
But the rules for black boxes do not allow measurements on the inside. This is how they help clarify the thinking. So instead of sweeping technical facts under the rug, you hide them in a black box. In both cases, the only apparent purpose is to maintain ignorance. It seems that whatever part of the system you don't understand, you draw a black box around it so you don't have to understand it. So I ask you once again, given the following two stubs: --43.4 deg 600 ohm line--+--10 deg 100 ohm line--open Vfor1--|--Vfor2 --43.4 deg 600 ohm line--+--46.6 deg 600 ohm line--open Vfor1--|--Vfor2 What are the phase shifts between Vfor1 and Vfor2 for the two cases? -- 73, Cecil http://www.w5dxp.com |
#8
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Cecil Moore wrote:
It seems that whatever part of the system you don't understand, you draw a black box around it so you don't have to understand it. Cecil, Interesting comment, especially since you frequently reference s-parameter analysis. A direct quote from AN-95-1, the slide version, is: Two-port, three-port, and n-port models simplify the input / output response of active and passive devices and circuits into "black boxes" described by a set of four linear parameters. If you deny the legitimacy of "black boxes" do you need to give up the use of s-parameters? 73, Gene W4SZ |
#9
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Gene Fuller wrote:
A direct quote from AN-95-1, the slide version, is: Two-port, three-port, and n-port models simplify the input / output response of active and passive devices and circuits into "black boxes" described by a set of four linear parameters. Thank you, Gene. That contradicts what you said before about the black box not being allowed to have two of the four terminals on the other side. Play silly games with the facts and you tend to get caught. If you deny the legitimacy of "black boxes" do you need to give up the use of s-parameters? No, you need to give up your assertion that a four- terminal black box doesn't have two terminals on the other side. Your black box and HP's are two entirely different concepts. HP puts a black box around a 4-terminal network to enhance understanding of the contents of the black box. You put a black box around a stub to promote ignorance of the contents of the black box. I have said before. Specify that the black boxes be supplied with the four measured s-parameters stamped on them and I can probably tell you which box is which without even applying a signal. Or, more logically, forget the black box entirely since it is totally irrelevant to the subject being discussed. Exactly what is it that you think you have proved by using black boxes. Please be specific. -- 73, Cecil http://www.w5dxp.com |
#10
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Gene Fuller wrote:
Cecil Moore wrote: It seems that whatever part of the system you don't understand, you draw a black box around it so you don't have to understand it. Cecil, Interesting comment, especially since you frequently reference s-parameter analysis. A direct quote from AN-95-1, the slide version, is: Two-port, three-port, and n-port models simplify the input / output response of active and passive devices and circuits into "black boxes" described by a set of four linear parameters. If you deny the legitimacy of "black boxes" do you need to give up the use of s-parameters? This is simply a diversion to deflect the discussion away from the sticky questions about "electrical degrees" which his theory is unable to resolve. Phase reference is another, and we can expect more. Roy Lewallen, W7EL |
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