Recent content by Phat
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Accurate phase measurement with relativly low sampling frequency
the_emi_guy: Thanks for the help on the AD8333 amplitude question. I was thinking maximum 100-300ms, but I think I can accept the trade-off with phase accuracy. What you are explaining with the averaging is similar to what I would do with the AD8333. Here I would just low pass filter the...- Phat
- Post #7
- Forum: Electrical Engineering
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Accurate phase measurement with relativly low sampling frequency
Thank you for the answers and suggestions! I have considered a bunch of analog approaches and digital ones, but the one I mentioned above I want to know more about. The comparators is ok, but the micro controller would not be fast enough detecting the lo/hi hi/lo transitions within reasonable...- Phat
- Post #5
- Forum: Electrical Engineering
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Accurate phase measurement with relativly low sampling frequency
Hello. To give some more information on what I am to use this for: I have two signals. Both are periodic sine waves with the same frequency, but with a constant phase difference. Let's call one of the signals for ref (reference) and the other sig (signal). They can look like this: ref(t)...- Phat
- Thread
- Frequency Measurement Phase Sampling Sampling frequency
- Replies: 6
- Forum: Electrical Engineering
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Double derivate implisitt function
Thanks! That made a lot more sense than the teachers solution. I get it 100% now =)- Phat
- Post #3
- Forum: Calculus and Beyond Homework Help
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Double derivate implisitt function
We got: solve by x. y^3+x^2y^2-y*sinx=1 derivate: 3y^2*y' + 2xy^2 + 2yx^2*y' - (y'sinx + ycosx) = 0 but to derivate this once again I am not sure how to proceed. My solution: [3y^2*y'+6y*y''] + [2y^2 + 4xyy'] + ... solutoin manual: 6y*y'' + 2x2yy' +...- Phat
- Thread
- Function
- Replies: 2
- Forum: Calculus and Beyond Homework Help