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#1041 |
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diyAudio Member
Join Date: Sep 2005
Location: Trnava, Slovakia
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#1042 |
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Account disabled at member's request
Join Date: Aug 2005
Location: Toronto
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#1043 |
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diyAudio Member
Join Date: Jul 2003
Location: berkeley ca
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Gerard, I don't know how you did it, but you completely missed what we were arguing about. At first I thought you were clarifying the situation, but you didn't put in the IM byproducts in actual contention. You appear to have ignored them.
Please everyone, the two most obvious 'pips' on the graph that really depart from being an IM byproduct are alleged to be: 2F2-8F1, and 2F2-6F1. They compute to be: 4.56 KHz for 2F2-8F1, and 10.92 KHz for 2F2-6F1. Do they appear on the actual test (fig 3) to be these frequencies? Did I do my math wrong? This is the actual problem. |
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#1044 | |
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diyAudio Moderator
Join Date: May 2008
Location: Toronto
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Quote:
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#1045 | |
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diyAudio Member
Join Date: Sep 2002
Location: Sacramento, CA
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Quote:
Even though the peaks in fig. 3 are skewed such that they don't match up with the actual numbers, when 2F2-8F1 and 2F2-6F1 are added to the graph I made previously, their positions are inconsistent with the skewing of the peaks in fig. 3. When the graph is scaled to match fig. 3 from 0Hz to 15.9kHz, the lower frequency peaks in fig. 3 gradually skew further and further to the left of the peaks of the graph. However when I add 2F2-8F1 and 2F2-6F1, instead of being to the right of the peaks in fig. 3, they are to the left. So in spite of the skewing of fig. 3, it's rather evident that the two peaks of interest here are NOT at 2F2-8F1 and 2F2-6F1, but rather are higher in frequency. Unless of course your math is wrong. ![]() ![]() se Last edited by Steve Eddy; 7th September 2009 at 03:50 PM. |
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#1046 |
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diyAudio Member
Join Date: Sep 2002
Location: Sacramento, CA
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By the way, when I made the graph, I did so assuming that the leftmost point on the X axis in fig. 3 was 0. I got to thinking that may have not been a good assumption. So I've since scaled the graph between 0.9kHz and 15.9kHz and that gives a near perfect fit and it appears that the leftmost point in fig. 3 is 20Hz.
Now that the graph is properly scaled, I can get a much better estimation of the frequencies of the two peaks in question, and they're at approximately 5kHz and 11.3kHz. ![]() se |
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#1047 |
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diyAudio Member
Join Date: Jul 2003
Location: berkeley ca
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Thanks Steve, and if the frequencies don't fit, we have to look elsewhere for the cause. How about FM modulation?
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#1048 | ||
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diyAudio Member
Join Date: Sep 2002
Location: Sacramento, CA
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Quote:
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#1049 |
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diyAudio Member
Join Date: Jul 2003
Location: berkeley ca
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That's fair, and I couldn't spell 'acquit' so I left it out.
I did note that the unknown frequencies (at least 4) appear to be symmetrical about the fundamental and the 3'rd harmonic, respectively. |
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#1050 | |
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diyAudio Member
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Quote:
http://www.linearaudio.nl/Miscellane...poo%201976.pdf I haven't gone through it in detail, just scanned and posted it, but it does offer some other perspectives on the DIM method and results. jd
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