第七章单元测试
  1. A widely used approach to IIR filter design is based on the conversion of a prototype analog transfer function to a digital transfer function.( )

  2. A:对 B:错
    答案:对
  3. Digital filters are very important part of DSP, which has two uses: signal separation and signal restoration.( )

  4. A:对 B:错
  5. For a practical digital filter, the magnitude response in the passband and in the stopband are of no any acceptable tolerances. ( )

  6. A:错 B:对
  7. The magnitude frequency characteristic curve of a digital filter is shown in the below figure, indicating that the filter type is ( ).

  8. A:band-stop filter B:low-pass filter C:high-pass filter D:band-pass filter
  9. For digital filter design, normalized bandedge frequencies need to be computed from specifications in Hz using the formula .( )

  10. A:对 B:错
  11. As for the properties of the Butterworth low-pass filler, which are correct for the following statements? ( )

  12. A:The 3-dB bandwidth is unrelated to the filter order. B:The magnitude response is a monotonically decreasing. C:The DC gain of the filter is unity for any order D:As the filter order increases, the characteristics become sharper.
  13. The magnitude frequency response of Chebyshev filters is of equiripple characteristics in both the passband and stopband.( )

  14. A:对 B:错
  15. By looking up the known table according to the order N , we can obtain the normalized transfer function Ha(p) , which is independent to 3dB cutoff frequency Ωc . ( )

  16. A:错 B:对
  17. As for the impulse invariance transformation of IIR digital filter, the analog frequencies and digital frequencies are related by linear relationship .( )

  18. A:错 B:对
  19. The aliasing distortion is unavoidable in the impulse invariance transformation.( )

  20. A:错 B:对
  21. As for the bilinear transformation of IIR digital filter, it is a many-to-one mapping relationship from s-plane to z-plane.( )

  22. A:对 B:错
  23. As for the bilinear transformation of IIR digital filter, transform transfer function Ha(s) of analog filter into transfer function H(z) of digital filter by the formula ( ).

  24. A: B: C: D:

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