Design Methodology for MFB Filters in ADC Interface Applications Status: ACTIVE

MFBFILTER-CALC


      
         
  MFBFILTER-CALC
NameDesign Methodology for MFB Filters in ADC Interface Applications
StatusACTIVE
Price (US$)Free 

Product Information

Description

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While the Multiple FeedBack (MFB) filter topology is well-known, its application to very high dynamic range analog-to-digital converter (ADC) interfaces requires a careful consideration of component value selection. This application report develops the ideal transfer function, then introduces a component selection methodology and discusses its impact on noise and distortion. The impact of the amplifier Gain Bandwidth Product on final pole locations is also included, showing several examples. A complete high dynamic range, differential I/O filter for wide dynamic range ADC driving is then designed. A simple design spreadsheet embodying this design approach is available for download with this application report.

Features

The spreadsheet comprises five related worksheets:

  1. MFBdesign: This worksheet allows the user to select a part number, set target filter specifications, and design the component values. This design sequence has been shown in the examples used in this application note.
  2. PartSelection: This worksheet contains the list of amplifiers with their required specifications and allows the designer to select a part and then load the needed data in the MFBdesign sheet. The part number must be entered in the MFBdesign sheet exactly as listed here (NOTE: Selection is case-sensitive). Also, this sheet shows the resulting loop gain plots and final phase margin. This sheet is where a CT value would be selected for noise gain control if a non-unity-gain stable amplifier is selected.
  3. NoiseGainPlot: The noise gain calculations are performed on this worksheet, with the plot replicated in the PartTable sheet.
  4. PartAolgain: Each of the device open-loop gain over frequency values are tabulated.
  5. PartAolphase: Each of the device open-loop phase values are tabulated.

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Application Notes

    
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