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प्रश्न
The resonant angular frequency ω0ω0 of a series RLC circuit is given by ______.
विकल्प
ω0 = LC
ω0 = \[\sqrt {LC}\]
ω0 = \[\frac {1}{\sqrt {LC}}\]
ω0 = \[\frac {1}{LC}\]
MCQ
रिक्त स्थान भरें
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उत्तर
The resonant angular frequency ω0 of a series RLC circuit is given by ω0 = \[\frac {1}{\sqrt LC}\].
Explanation:
Setting XL = XC gives ω0L = \[\frac {1}{ω_0C}\], which simplifies to ω02 = \[\frac {1}{LC}\], so ω0 = \[\frac {1}{\sqrt {LC}}\]. This is the natural frequency at which current amplitude is maximum.
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