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#1
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Hi, guys.
Could somebody help me out with the subject? I've searched the net, but didn't find anything useful. Link to circuit: http://www-k.ext.ti.com/SRVS/Data/ti...s/spttbphq.gif |
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#2
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Hello,
Take a look at the PDF in the link. http://www.drp.fmph.uniba.sk/ESM/twin.pdf Greetings, Bertus
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You don't have to know everything, if you know where to find it. When you do ask questions, you may look stupid. When you do NOT ask questions, you will STAY stupid. It would be nice to have the Timezone ( GMT +/- x ) in the location field in the profile. (User CP -> Edit Your Details) |
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#3
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Assume an ideal op amp so you can say that the voltage on the non-inverting terminal (V2) equals the voltage on the inverting terminal (V1). The voltage are measured with respect to ground. First find the transfer function (relationship) between Vin and V2. Then find the transfer function between Vo and V1. Finally, because V1=V2, substitute V1 with the equation relating V2 with Vin to get the transfer function between Vo and Vin.
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>> Troubleshooting is an art << http://www.youtube.com/watch?v=hC7KYbFBPHA http://www.youtube.com/watch?v=StNJlRTWs9k http://www.youtube.com/watch?v=j-4h3l9O4fc http://www.youtube.com/watch?v=E0jZJ...eature=related |
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#4
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Quote:
hgmjr |
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#5
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Judging from the subject line, I think he wants you to produce one of those lovely detailed transfer function derivations that you do so well. :-)
But, he hasn't shown any of his own work yet. |
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#6
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Thanks, bertus, for the document. The twin-T filter without an op-amp is a band-stop filter (see fig. 4).
Denote Vout - output of whle circuit. Vin_pas - input of passive twin-T filter V(-) - input of inverting input of op-amp. V(+) - input of non-inverting input of op-amp Vin - input of the whole circuit Vin_pas = V(-) = V (+) = Vin*k, where k = R5/(R4+R5). Vout/Vin_pas - band-stop filter transfer funct. and because Vin_pas = Vin*k, Vout/Vin also band-stop filter transfer funct., but actually the circuit if band-pass filter. How to take an op-amp into account? Where am I wrong? |
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#7
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Are you still interested in deriving the overall transfer function for the opamp plus twin-T feedback network?
Are you required to use any particular method to derive it, or can you use any method you like? This thread is several months old, so I thought I would ask if your interest level is still high. |
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#8
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I'm still very interested in deriving the overall transfer function for the opamp plus twin-T feedback network. Any method is fine.
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#9
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You said "How to take an op-amp into account?". Does this mean that you don't want to make the usual assumption that the opamp is ideal, with infinite gain?
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#10
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No, assume op-amp as ideal. I ment how to derive transfer function for whole circuit, including op-amp, because without op-amp it's a notch filter, but with it it's band pass filter.
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| Tags |
| bandpass, derivation, filter, function, transfer, twin |
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