Post Go back to editing

Specified triangle wave on EZ-KIT 21469

Hi guys!

I have ADSP 21469 EZ-KIT board and i my task looks like thise.

During each samples period ( 44.1 kHz) i make interpolation (x8) and want to generate triangular wave 352.8 kHZ and count time when line which go through two next samples and cut triangle wave.

How to generate triangle wave: is there specified tool (like function) to create triangle wave with specified period?

Is it right way witch i'm thinking?: If i generate 8 period of triangle wave in whole period of 44.1 kHZ i get triangle wave in 352.8 kHz?

I think that i should do math for equation of each section next samples and do math for equation of rising and falling edge triangle wave, and using crossing points equation i would get solve, am i right?

Please is there any way to solve this?

Thanks for your time!
Michał

Parents
  • Hello Michal,

    The big problem I see is that you are so beyond the Nyquist frequency that you will not be able to reproduce this wave. I think what you are trying to do is have points on the waveform being sampled at 44.1 kHz rate and then interpolate the points in-between to produce the 352.8 kHz triangular wave. A linear interpolation would certainly work. However, how do you propose to output this waveform into analog? You would need a converter capable of 705.6 kHz fs and then it will only be two samples per period. It will not be a very good representation of the waveform. So to fix this you are looking at an fs of several MHz to reproduce this waveform. You probably should talk to the engineers in the High Speed Converter group. Here is the location of their forum: High-Speed DACs

    As far as your question about the correct way of calculating this function I will defer again to the DSP group. Processors and DSP

    Thanks,

    Dave T

Reply
  • Hello Michal,

    The big problem I see is that you are so beyond the Nyquist frequency that you will not be able to reproduce this wave. I think what you are trying to do is have points on the waveform being sampled at 44.1 kHz rate and then interpolate the points in-between to produce the 352.8 kHz triangular wave. A linear interpolation would certainly work. However, how do you propose to output this waveform into analog? You would need a converter capable of 705.6 kHz fs and then it will only be two samples per period. It will not be a very good representation of the waveform. So to fix this you are looking at an fs of several MHz to reproduce this waveform. You probably should talk to the engineers in the High Speed Converter group. Here is the location of their forum: High-Speed DACs

    As far as your question about the correct way of calculating this function I will defer again to the DSP group. Processors and DSP

    Thanks,

    Dave T

Children
No Data