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| | #1 |
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I have this circuit, phase-shift oscillator (see attached). I don't know which of the following choices are the frequency-determining components? 1) R2 and R5 2) R1 and R2 3) C1 and R3 4) R1 and C4 I am confused on the two choices 3 and 4 , I am not sure which one to go to? Could you please give me an insights on these two? I am inclined to choose no. 4, hopefully you will help me clear my confusion.. Thank you. | |
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| | #3 |
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R2 is in parallel with R5.
__________________ Uncle $crooge | |
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| | #4 |
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Thanks for the reply . I became confused with the circuit , is it phase-shift oscillator or wien bridge oscillator?
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| | #6 |
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You can also look in Google to see a Wien Bridge oscillator that is different.
__________________ Uncle $crooge | |
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| | #7 |
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If you read the link I provided in my first post, you can read all about phase shift and wien bridge oscillators.
__________________ You don't need a quadraphonic Blaupunkt -- you need a curve ball. | |
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| | #8 |
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| | #10 |
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R2 is the input impedance of the inverting opamp circuit. It is effectively in parallel with R5 so affects the frequency and amount of phase shift. Maybe you should add a buffer opamp (that has a high input impedance) so that R5 is not loaded down and the new opamp drives R2.
__________________ Uncle $crooge | |
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| | #11 |
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How about eliminating R5 and making R2 the same value as R3 and R4, then adjusting R1 for the proper gain? Since the - input of the opamp is a virtual ground, R2 will then properly load the last section of the phase shift network. See: Phase-shift oscillator - Wikipedia, the free encyclopedia Of course, no provision has been made for amplitude stabilization. | |
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| | #12 |
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Good idea. But the oscillator has highpass phase-shift networks that boost distortion. The distortion will be pretty high anyway since there is nothing to keep the opamp from clipping.
__________________ Uncle $crooge | |
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| oscillator, phaseshift |
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