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@Monomorphic have you made a spreadsheet or raw data file available somewhere ? I must admit I haven't followed your publications with the care they'd deserve, only catching-up here on NSF thread and no time to follow all the links. Motivation : small test in the vertical scale for data acquisition artefacts (too much flattish steps to my taste, I understand you operate the LDS near its limits).
I found the Return Loss scan I did with HDPE tuned to where it is now. I've marked it in the image. Dr. Rodal, notice the same 'flat' regions? One at RF on and one at RL peak. Damn interesting!frobnicat wrote:...In brief, the flat region of interest is suspiciously too flat given the expected level of noise in said region (given what is to be seen after). Either the explanations are over-fitting the data (flatness is a fluke) or something else is at play like something as improbable as data acquisition perturbed by sudden RF interference when resonance locks, or some mechanical stickiness actually causing the lock in resonance and not the reverse causality, or ferrite chokes ?...
1) Have you measured whether you have any RF leaking from the cavity?
2) Is there any mechanical stickiness in your setup? Do you have such flat regions of response if the pendulum is given an initial torque, by hand, (free response to an initial angular displacement) and let it come back and oscillate on its own, without power going to the EM Drive?
Conclusion would be that the flat plateau after return loss peak is an artefact, this is just a place of low slope happening to be between 2 thresholds of quantization of ADC. We might wonder why there is little slope here, but not why this is apparently so flat leveled.
I found the Return Loss scan I did with HDPE tuned to where it is now. I've marked it in the image. Dr. Rodal, notice the same 'flat' regions? One at RF on and one at RL peak. Damn interesting!
Conclusion would be that the flat plateau after return loss peak is an artefact, this is just a place of low slope happening to be between 2 thresholds of quantization of ADC. We might wonder why there is little slope here, but not why this is apparently so flat leveled.
Thanks for the analysis frobnicat. I was noticing the smaller plateaus late last night as well. There are three settings on the LDS, 3um (60ms), 20um (2ms), and 80um (0.15ms). Before I do anymore powered tests, I am going to try and get rid of the artifacts and do a drop weight calibration test. I think 3um may be overkill and want to see what results the 20um setting yields. Once we are all happy that the data is clean, I will stop making changes to the setup and resume tests.
To put things into perspective, the maximum displacement of the beam during the last test was ~0.12volts. If TT and rfmwguy's estimate of 0.216volts/mm is close to mine, then the measurements we are taking occur over a distance of 0.55mm.
Conclusion would be that the flat plateau after return loss peak is an artefact, this is just a place of low slope happening to be between 2 thresholds of quantization of ADC. We might wonder why there is little slope here, but not why this is apparently so flat leveled.
Thanks for the analysis frobnicat. I was noticing the smaller plateaus late last night as well. There are three settings on the LDS, 3um (60ms), 20um (2ms), and 80um (0.15ms). Before I do anymore powered tests, I am going to try and get rid of the artifacts and do a drop weight calibration test. I think 3um may be overkill and want to see what results the 20um setting yields. Once we are all happy that the data is clean, I will stop making changes to the setup and resume tests.
To put things into perspective, the maximum displacement of the beam during the last test was ~0.12volts. If TT and rfmwguy's estimate of 0.216volts/mm is close to mine, then the measurements we are taking occur over a distance of 0.55mm.
I found the Return Loss scan I did with HDPE tuned to where it is now. I've marked it in the image. Dr. Rodal, notice the same 'flat' regions? One at RF on and one at RL peak. Damn interesting!
It looks to me like your A/D is non-monotonic. The flat areas occur at the same level throughout the graph. It could be that one bit of the A/D is stuck at one level. That will result in recurring flat areas. To test the A/D drive it with a triangle wave, if that is possible. You can also analyze the data near each flat spot to see what codes (DN values) are missing, by dividing the LSB value into each data point. You can do this with a spreadsheet and then plot a histogram of DN values. It looks like several DN values are missing.
Would you happen to have a signal generator and oscilloscope somewhere to help characterize your A/D?
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As for stickiness, it's something I'm looking into. I will need to redo the 'tap tests' since I switched to high resolution (3um). The previous taps are about 10 times stronger than the anamalous force seen in the latest powered runs. So I have to come up with something that can tap the beam much more lightly.
I found the Return Loss scan I did with HDPE tuned to where it is now. I've marked it in the image. Dr. Rodal, notice the same 'flat' regions? One at RF on and one at RL peak. Damn interesting!
It looks to me like your A/D is non-monotonic. The flat areas occur at the same level throughout the graph. It could be that one bit of the A/D is stuck at one level. That will result in recurring flat areas. To test the A/D drive it with a triangle wave, if that is possible. You can also analyze the data near each flat spot to see what codes (DN values) are missing, by dividing the LSB value into each data point. You can do this with a spreadsheet and then plot a histogram of DN values. It looks like several DN values are missing.
I found the Return Loss scan I did with HDPE tuned to where it is now. I've marked it in the image. Dr. Rodal, notice the same 'flat' regions? One at RF on and one at RL peak. Damn interesting!
It looks to me like your A/D is non-monotonic. The flat areas occur at the same level throughout the graph. It could be that one bit of the A/D is stuck at one level. That will result in recurring flat areas. To test the A/D drive it with a triangle wave, if that is possible. You can also analyze the data near each flat spot to see what codes (DN values) are missing, by dividing the LSB value into each data point. You can do this with a spreadsheet and then plot a histogram of DN values. It looks like several DN values are missing.
Apart from the least significant bit (or a number of least significant bits altogether), a stuck bit will not result in recurring flat areas. As an example see attached plots on a 7 bits sampling of a full scale ramp up : in blue a normal response, in red the response if middle bit is stuck to 0. There is no recurring flat areas because weaker bits always do their job to "follow" small variations, while the missing more significant bit causes discontinuities. This is more severe than just flat areas (in terms of distortion) and doesn't appear at all like the aspect in monomorphic's plots.
In monomorphic's plot 11 it's more like the (vertical) scale operates on the 3 or 4 least significant bits for the range of input presented to the ADC (with an added layer of low pass filtering after the fact). I wonder what this means that the LDS is operated at "3µm setting", I suspect this is not meaning that the least significant bit corresponds to steps of 3µm, otherwise the 0.55mm range would translate to 183 digitized levels, more like 8 bits resolution than 3 or 4 bits as appears from the number of clearly quantized "flat areas" (vertically).
Would you happen to have a signal generator and oscilloscope somewhere to help characterize your A/D?
I have a signal generator, but no oscilloscope. I'm looking at a couple of USB oscilloscopes. They're not very expensive.
Maybe the landscape of products has changed over the past 1-2 years.
Would you happen to have a signal generator and oscilloscope somewhere to help characterize your A/D?
I have a signal generator, but no oscilloscope. I'm looking at a couple of USB oscilloscopes. They're not very expensive.
I've personally not had any luck with USB oscilloscopes in the < $400 range due to bad/buggy software and very poor A/D resolution.Maybe the landscape of products has changed over the past 1-2 years.
In the meantime, I'd recommend oversampling your inputs as much as possible. If the LDS really was generating samples at ~16Hz, then your sampling rate should be at least double that (i.e. 32Hz or faster) to satisfy the Nyquist rate. Since storage is pretty cheap, using a kHz+ sampling rate should help demonstrate any noise in the system (implementing a low-pass filter in Excel isn't difficult).
Also, using your existing signal generator and your existing A/D will provide the abilities of a crude low-bandwidth oscilloscope.... unless the generator can't generate frequencies low enough for your existing A/D to accurately sample.
Best of luck with your experiments! With each additional piece of characterization data, evaluating the potential error bars in the experimental results gets a little bit easier.
P.S. Any chance you could share the Make/Model information for the LDS and A/D that you're using?
I found the Return Loss scan I did with HDPE tuned to where it is now. I've marked it in the image. Dr. Rodal, notice the same 'flat' regions? One at RF on and one at RL peak. Damn interesting!
It looks to me like your A/D is non-monotonic. The flat areas occur at the same level throughout the graph. It could be that one bit of the A/D is stuck at one level. That will result in recurring flat areas. To test the A/D drive it with a triangle wave, if that is possible. You can also analyze the data near each flat spot to see what codes (DN values) are missing, by dividing the LSB value into each data point. You can do this with a spreadsheet and then plot a histogram of DN values. It looks like several DN values are missing.
I found the Return Loss scan I did with HDPE tuned to where it is now. I've marked it in the image. Dr. Rodal, notice the same 'flat' regions? One at RF on and one at RL peak. Damn interesting!
It looks to me like your A/D is non-monotonic. The flat areas occur at the same level throughout the graph. It could be that one bit of the A/D is stuck at one level. That will result in recurring flat areas. To test the A/D drive it with a triangle wave, if that is possible. You can also analyze the data near each flat spot to see what codes (DN values) are missing, by dividing the LSB value into each data point. You can do this with a spreadsheet and then plot a histogram of DN values. It looks like several DN values are missing.Zen, you should know that I took your advise and used the 30dB attenuator in-line with the USB spec an. It did what you said it would do, drop the sidebands out of existence and provide a sharp spike on the fundamental...albeit 30dB lower. This allows me to better focus on the center by removing the clutter even tho the center is closer to the noise floor...Thanks
I found the Return Loss scan I did with HDPE tuned to where it is now. I've marked it in the image. Dr. Rodal, notice the same 'flat' regions? One at RF on and one at RL peak. Damn interesting!
It looks to me like your A/D is non-monotonic. The flat areas occur at the same level throughout the graph. It could be that one bit of the A/D is stuck at one level. That will result in recurring flat areas. To test the A/D drive it with a triangle wave, if that is possible. You can also analyze the data near each flat spot to see what codes (DN values) are missing, by dividing the LSB value into each data point. You can do this with a spreadsheet and then plot a histogram of DN values. It looks like several DN values are missing.Zen, you should know that I took your advise and used the 30dB attenuator in-line with the USB spec an. It did what you said it would do, drop the sidebands out of existence and provide a sharp spike on the fundamental...albeit 30dB lower. This allows me to better focus on the center by removing the clutter even tho the center is closer to the noise floor...Thanks
Thank you. I don't think it was just I who suggested that. Network analyzers always have a 10 dB or 14 dB attenuator on the input. The general Radio 1713 network analyzer used 5x attenuators. This photo has bad color balance because the 874 connector attenuator should be green.
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To put things into perspective, the maximum displacement of the beam during the last test was ~0.12volts. If TT and rfmwguy's estimate of 0.216volts/mm is close to mine, then the measurements we are taking occur over a distance of 0.55mm.
I was researching electromagnetic braking a month or so ago and when I saw the "flats" I thought of this video.
Shell
Very interesting video, SeeShells...
However, it makes me wonder what would happen if it had horizontal cuts instead of drilled holes, as obviously, the vertical cuts fails to generate a counter-magnetic field.
The only difference I see between the drilled holes and the vertical cuts, is the lack of electromagnetic induction current flow (hence lack of counter magnetic field) in the last one. Am I'm right in assuming that?
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To put things into perspective, the maximum displacement of the beam during the last test was ~0.12volts. If TT and rfmwguy's estimate of 0.216volts/mm is close to mine, then the measurements we are taking occur over a distance of 0.55mm.
How much of the input range of your ADC is 0.12V ? What is the width of the output of the ADC, 8 bits, 10 bits, 12 bits, 16 bits ? If the ADC takes in 0-5V full scale and is 8 bits output then that could explain that your experiment is recorded on the 3 or 4 least significant bits only (between 8 or 16 discrete levels). Sorry if this is documented in some previously linked data.
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To put things into perspective, the maximum displacement of the beam during the last test was ~0.12volts. If TT and rfmwguy's estimate of 0.216volts/mm is close to mine, then the measurements we are taking occur over a distance of 0.55mm.
How much of the input range of your ADC is 0.12V ? What is the width of the output of the ADC, 8 bits, 10 bits, 12 bits, 16 bits ? If the ADC takes in 0-5V full scale and is 8 bits output then that could explain that your experiment is recorded on the 3 or 4 least significant bits only (between 8 or 16 discrete levels). Sorry if this is documented in some previously linked data.
It's the cheapest model Dataq available. Here it is: http://www.dataq.com/products/di-145/
I would be willing to purchase a better one if it made a difference and didn't break the bank.