SBOA571 august   2023 OPA2387 , OPA387 , OPA4387

 

  1.   1
  2.   Abstract
  3.   Trademarks
  4. 1Introduction
  5. 2Example Considerations
  6. 3Introducing a Preconditioning Circuit
    1. 3.1 First Order Shelving Filter
    2. 3.2 Second Order Shelving Filter
    3. 3.3 Noise Contribution of the Second Order Shelving Filter
    4. 3.4 DC and AC Gain
  7. 4Design Procedure for the Second Order Shelving Filter
    1. 4.1 Definition of Boundary Conditions
    2. 4.2 Calculation of Component Values
  8. 5Influence of Component Tolerances
  9. 6Summary
  10. 7References

Influence of Component Tolerances

The component tolerances have to be taken into account when using discrete components to realize a filter. Simulations have been performed to understand the error contribution and the sensitivity of the circuit. In a first simulation, all resistor were selected with 1% tolerance and all combination cases plotted. The result is a worst case error contribution in the DC and AC pass band of about +/-0.2 dB. This contribution is equivalent to +/-2.4% gain error. In a second simulation, all capacitors were selected with 1% tolerance. This tolerance varies the frequency corners and the transition band slightly. For our FFT consideration, note how much gain error this adds to the DC or 50-Hz AC bin. The error contribution is in the range of +/-0.05 dB at 50 Hz which is equivalent to +/-0.6% gain error.

Those deviations can be acceptable if a system calibration can be performed. Care must be taken for the drift of the passives and, if needed, more accurate components must be selected.

GUID-20230802-SS0I-QB1W-J3ZT-PZDRX1677JQV-low.pngFigure 5-1 Frequency Response Worst Case Deviation With All R = 1%
GUID-20230802-SS0I-ZHV9-BQC3-96BV5KDXPWRP-low.pngFigure 5-2 Frequency Response Worst Case Deviation With All C = 1%