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Before you can make a 1kHz sinewave oscillator with constant output level and better than 120dB harmonic distortion you'll need anThis is obviously true. Why do you think you need to tell us about it?
oscillator which does better than that when it passes through the required output level.
The circuit below was simulated in LTSpice 24.1.0 with all updates.The accuracy of the results depends - first and foremost - on the accuracy of the Spice models. The only reason you could have to trust the LTSpice results would be that the real circuit gave the same results under the same conditions. John May has gone that far - you and I don't seem to have.
There are reasons why I'm not sure I'd trust version 17.x of LTSpice to give the most accurate results but I haven't tested this
circuit in any other version.
After starting the simulation, wait until it has simulated about 7 seconds and then stop the simulation. Close the annoying logBut why bother?
window which 24.1.0 will produce.
You can now select a sample of about 100ms when it passes through 0dB (just under 2V) and run an FFT on it with Blackman-Harris
window.
This will show that this circuit is approaching 120dB down on harmonics.For the circuit - as simulated. A real circuit will behave differently - it will have stray inductances and capacitances which are not include in the schematic and the device models merely approximate the actual performance of the device being modelled - mostly accurately enough for all practical purposes, but this map really isn't the territory.
So if you want to do better than that then you'll need an oscillator circuit which has better performance to begin with. You canYou do have to add gain control to get a constant output level, and you do have to do it without introducing too much extra distortion.
then add gain control for constant level.
I've not so far found an oscillator circuit in LTSpice with better harmonic distortion performance than this one.Who cares. The distortion levels we are quibbling about are in the same range as the rounding error in the Spice numerical integration.
You can, of course, try to use filtering to reduce the unwanted harmonics. Removing the first four harmonics produced by thisYou can get 20-bit A/D converters that sample quite fast enough to monitor a 1kHz oscillator, and you can do a Fourier transform on the stored output of the A/D. It wouldn't cost me any money because my current computer has an audio input that works that way, and some software from an old friend in Scotland that lets me use it as signal monitor. It would cost me time because I installed the software perhaps ten years ago and have only used it once.
circuit will get it approaching 130dB but don't ask me how that would be measured in reality or what it would cost to do so even if
it can be measured.
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