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Frequency of Oscillators
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<blockquote data-quote="Gregory Kafanelis" data-source="post: 739914"><p>Greetings to the community,</p><p></p><p>Recently I have been tinkering with FM transmitters/receivers, and as such have become familiar with many different oscillatory circuits. One thing that stood out to me is that the frequency was usually controlled by an inductor and a capacitor, with a mathematical relation of the form, 1/LC or 1/sqrt{LC}. My question boils down to, is there a theoretical or practical maximum to the power the LC product can take e.g. 1/LC^{100}? Is there like a recipe to cook up circuits with arbitrary powers in the LC denominator? Can you provide examples?</p></blockquote><p></p>
[QUOTE="Gregory Kafanelis, post: 739914"] Greetings to the community, Recently I have been tinkering with FM transmitters/receivers, and as such have become familiar with many different oscillatory circuits. One thing that stood out to me is that the frequency was usually controlled by an inductor and a capacitor, with a mathematical relation of the form, 1/LC or 1/sqrt{LC}. My question boils down to, is there a theoretical or practical maximum to the power the LC product can take e.g. 1/LC^{100}? Is there like a recipe to cook up circuits with arbitrary powers in the LC denominator? Can you provide examples? [/QUOTE]
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