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Recent content by Tony614

  1. T

    How to reduce complicatd RC network

    albbg, Thanks for the detailed derivation! I can't say I followed the entire derivation (it's been decades since I worked on Laplace transforms and differential equations), but I followed enough to see how you got to the solution for Vo/Vi. But the solution seems to have a fundamental issue...
  2. T

    How to reduce complicatd RC network

    I'm not sure what you mean by "calculate the impulse instead of the step response". I thought there was only one transfer function. I calculated the transfer function by going through the circuit current loops and voltages from Vout back to Vin. I came up with this transfer function: I...
  3. T

    How to reduce complicatd RC network

    I plugged in some typical values for the caps and resistors into the transfer function and calculated the coefficients for the Laplace terms. I came up with this: I then plugged that into an inverse Laplace engine at www.symbolab.com and got this: In case that's not readable, the...
  4. T

    How to reduce complicatd RC network

    This is an equivalent circuit model of a capacitive sensor. A voltage pulse is initiated at Vin and the output voltage is measured at Vout. My goal is to determine how long of a pulse needs to be generated at Vin to allow Vout to reach some percentage of it's full potential voltage. Ideally...
  5. T

    How to reduce complicatd RC network

    I am trying to determine the time constant for the following circuit: V is a DC voltage source. It is 0V at t<0. At t=0 it goes to voltage V. Cs is a sampling cap. I am interested in the time constant at Vout. I'm a bit unsure whether I can treat this is a DC problem since I'm interested in...
  6. T

    How to reduce complicatd RC network

    I am trying to determine the time constant for the following circuit: V is a DC voltage source. It is 0V at t<0. At t=0 it goes to voltage V. Cs is a sampling cap. I am interested in the time constant at Vout. I'm a bit unsure whether I can treat this is a DC problem since I'm interested...

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