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| Hey everyone, I need to build a triangle to sine wave converter. Honestly I'm completely lost. Does anyone have any ideas? I would really appreciate any advice or suggestions you could give me. Thanks. | |
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So all you really need is a filter with a cutoff frequency that is higher than the frequency of the triangle wave, but not too high so it can supress the higher frequency sine-waves that make up the triangle wave so you are only left with the lowest one. http://en.wikipedia.org/wiki/Triangle_wave But is the sine-wave input a constant frequency? Or can it vary considerably? If it does, then you will need to be able to change the cut-off frequency for your filter which might make things a bit harder. I'm thinking of something that detects when the triangle wave crosses zero to figure out the frequency of the sine-wave in order to automatically set the cut-off frequency of the filter, but I have a feeling this is really over complicating things. SOmeone else may be able to help you more. It's the same for a square wave. You filter out enough frequencies, and you end up with the fundamental sine-wave whose period will be the same as the original square wave. EDIT: You've learned about the Fourier series right? How every signal is a bunch of sine waves of different frequencies and amplitudes added up properly? Last edited by dknguyen; 8th February 2008 at 06:31 AM. | ||
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| Well the thing is that the input will be a constant-frequency triangle wave and the output has to be a sine wave. What do I do in this case? I can't filter out voltage fromt he sine wave right? Also what kind of filter would you suggest? Last edited by TheJokerV; 8th February 2008 at 06:51 AM. | |
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The output voltage (sine) can be filtered (the same stage can do that, a 1st order pole is fine), achieving low distortion (say < 3% typically). | ||
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| If it's a fixed frequency, then a simple RC filter will do fine.
__________________ I also post at the following sites: http://www.stop-microsoft.org http://www.heated-debates.com Screen name: Aloone_Jonez And http://www.silicontronics.com, same screen name as here. | |
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