Correct me if I am wrong but in theory to produce a carrier wave. All you need is an LC circuit. Once you charged the capacitors and taken the battery away from it. The charge should ossilate back and forth forever between the inductor and capacitor. With a carrier wave having frequency equal to 1/( 2*pi * sqrt(LC) ) and being sinisodal .
If this is correct (in theory) ,which I am pretty sure it is?
Then I know in nature it isn't perfect conditions
Then what can be add to the LC circuit to mantain the same ossilating
carrier wave.
I.E. so it won't die out over time to resistance heat disspation
or stray capacitance ...etc etc
So the main question is how can I correct the damping carrier wave to a carrier wave that is the same and repeats indefinitely in the ideal conditions?
I am looking for the easiest and least amount of components needed.
I have the L and C what do I need to add to this to get the ossilations
to repeat indefinitly at the same frequency forever.
Thanks for any help.
If this is correct (in theory) ,which I am pretty sure it is?
Then I know in nature it isn't perfect conditions
Then what can be add to the LC circuit to mantain the same ossilating
carrier wave.
I.E. so it won't die out over time to resistance heat disspation
or stray capacitance ...etc etc
So the main question is how can I correct the damping carrier wave to a carrier wave that is the same and repeats indefinitely in the ideal conditions?
I am looking for the easiest and least amount of components needed.
I have the L and C what do I need to add to this to get the ossilations
to repeat indefinitly at the same frequency forever.
Thanks for any help.