Author Topic: Transient time of opamp integrator to reach stability  (Read 1779 times)

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Offline zzlong94Topic starter

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Transient time of opamp integrator to reach stability
« on: November 23, 2017, 07:32:31 pm »
The higher the value of the Rf (feedback resistor), the longer the time it take to reach its stability for it output voltage.
whats the concept of it?
it is because the larger the resistance, it need much time n energy to charge up?

 

Offline danadak

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Re: Transient time of opamp integrator to reach stability
« Reply #1 on: November 24, 2017, 01:22:43 am »
Schematic ? Including driving source....


Regards, Dana.
Love Cypress PSOC, ATTiny, Bit Slice, OpAmps, Oscilloscopes, and Analog Gurus like Pease, Miller, Widlar, Dobkin, obsessed with being an engineer
 

Offline Jay_Diddy_B

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Re: Transient time of opamp integrator to reach stability
« Reply #2 on: November 24, 2017, 02:16:43 am »
Hi,
I true integrator will never settle.
If you are talking about this circuit:



(From your other thread)

The answer output is an exponential described

Vout = -vin x R2/R1 (1 - e-t /(R2 x C1))

It is normally accepted that this type of circuit settles in 5 time constants or 5 x R2 x C.

But, it will continue to settle for ever.

5 time constants gets you (1- e-5)  equals 0.993 x final value

Regards,

Jay_Diddy_B


 

Online rstofer

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Re: Transient time of opamp integrator to reach stability
« Reply #3 on: November 24, 2017, 04:54:39 am »
Realistically, you don't have much of an integrator left once you add Rf.  That is, the result of operating on the signal for some period of time is not the integral of the signal over time because the capacitor has been constantly discharged by Rf.  There are simply too many terms in the transfer function.

At best, the circuit is a low pass filter.

http://www.analog.com/en/analog-dialogue/articles/phase-response-in-active-filters-2.html
 


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