OpAmp Circuit Analysis: Finding the Differential Equation for Vo

In summary, the differential equation for Vo can be found by using nodal analysis at v1, vp, vn, and v2 and simplifying the equations to eliminate any terms that do not involve Vo or Vin. The resulting equation will involve first and second derivatives of both Vo and Vin, and can be solved by hand without the use of Laplace transforms or mathematical software.
  • #36
eehelp150 said:
If I derive the combined equation and then solve NodeV1 for V_2' and plug into get rid of V_2', would that work?
That's what I've been anticipating.
 
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  • #37
You seem to want to 'get rid of derivatives'. You can't. In fact the problem asks for the differential equation for Vo. That will include time derivatives of Vo and/or Vin.

Had you been asked to find Vo itself that would mean solving the diff. eq. But you weren't given an expression for Vin so you can't solve for Vo.
 

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