Space Varmint
New Member
Similar to what Space Varmint states...
Q = ω L / R = (1/r)(√L/C); where ω = ωo = cut off frequency
I.E. a RATIO of reactance to resistance.
A way to visualize it is...a cut off intensity of a slope; or how "drastic" the cut off slope is.
Similar to what Space Varmint states...
Q = ω L / R = (1/r)(√L/C); where ω = ωo = cut off frequency
I.E. a RATIO of reactance to resistance.
A way to visualize it is...a cut off intensity of a slope; or how "drastic" the cut off slope is.
It's funny what the term "Q" stands for, Quality Factor. Because sometimes we may desire a low Q, but does that mean it is low quality when it is the desired out come? Some applications for low Q would be in a PLL synthesizer when we want a broad range of frequencies or bandwidth. If the Q is high it will severely limit the bandwidth. It can be broadened by physically adding a resistor to the VCO's tank circuit thereby lower the Q as seen in kulela's formula. The other factor in limiting bandwidth will be the design of the low pass or "loop filter". Noise limiters will also degrade bandwidth. Some of the right kind of noise is desirable.