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EE 113D Fall 2008 Patrick Lundquist Ryan Wong http://weep.wikidot.com/
[object Object],[object Object],[object Object],EE 113D Fall 2008
[object Object],[object Object],EE 113D Fall 2008
Output signal magnitude  generation is exponential: |2 x  -2 x+a |, -0.5<a<0.5 Since notes are  base 2 logarithmic, not linear C – 7 th  octave C – 8 th  octave C – 6 th  octave Our output signal varies exponentially with the input signal’s relative distance from the tuning frequency.  EE 113D Fall 2008
[object Object],[object Object],[object Object],EE 113D Fall 2008
[object Object],[object Object],[object Object],EE 113D Fall 2008
[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],EE 113D Fall 2008
[object Object],[object Object],[object Object],[object Object],EE 113D Fall 2008
EE 113D Fall 2008
Simulation:  generated a sine wave Testing:    generated sine wave    from function generator Real Life:  microphone signal input EE 113D Fall 2008
Simulation:  generated a sine wave Testing:  sample.asm from lab EE 113D Fall 2008
Simulation:  FFT function in matlab Testing:  RFFT.asm files from    experiment 5.  Uses a    Radix-2, DIT EE 113D Fall 2008
Simulation:  Loop through array   find max frequency Testing:  getfreq.asm file uses   finds max frequency   index and converts it EE 113D Fall 2008
Simulation:  Scaling max frequency   to known scale: ~16khz Testing:  thold.asm file performs   a series of bitwise shifts   to scale to reference freq. EE 113D Fall 2008
Simulation:  Compare to tuning key   and output ratio Testing:  thold.asm  implements   lookup table for comparison   and lookup table for result EE 113D Fall 2008
Simulation:  Scaling max frequency   to known scale: ~16khz Testing:  thold.asm file EE 113D Fall 2008
Sampled signal EE 113D Fall 2008
RFFT graphed output EE 113D Fall 2008
[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],EE 113D Fall 2008
[object Object],[object Object],[object Object],[object Object],[object Object],EE 113D Fall 2008
[object Object],EE 113D Fall 2008

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Digital Tuner

  • 1. EE 113D Fall 2008 Patrick Lundquist Ryan Wong http://weep.wikidot.com/
  • 2.
  • 3.
  • 4. Output signal magnitude generation is exponential: |2 x -2 x+a |, -0.5<a<0.5 Since notes are base 2 logarithmic, not linear C – 7 th octave C – 8 th octave C – 6 th octave Our output signal varies exponentially with the input signal’s relative distance from the tuning frequency. EE 113D Fall 2008
  • 5.
  • 6.
  • 7.
  • 8.
  • 10. Simulation: generated a sine wave Testing: generated sine wave from function generator Real Life: microphone signal input EE 113D Fall 2008
  • 11. Simulation: generated a sine wave Testing: sample.asm from lab EE 113D Fall 2008
  • 12. Simulation: FFT function in matlab Testing: RFFT.asm files from experiment 5. Uses a Radix-2, DIT EE 113D Fall 2008
  • 13. Simulation: Loop through array find max frequency Testing: getfreq.asm file uses finds max frequency index and converts it EE 113D Fall 2008
  • 14. Simulation: Scaling max frequency to known scale: ~16khz Testing: thold.asm file performs a series of bitwise shifts to scale to reference freq. EE 113D Fall 2008
  • 15. Simulation: Compare to tuning key and output ratio Testing: thold.asm implements lookup table for comparison and lookup table for result EE 113D Fall 2008
  • 16. Simulation: Scaling max frequency to known scale: ~16khz Testing: thold.asm file EE 113D Fall 2008
  • 17. Sampled signal EE 113D Fall 2008
  • 18. RFFT graphed output EE 113D Fall 2008
  • 19.
  • 20.
  • 21.