In an Hartley oscillator ,if L1=0.2mH,L2=0.3mH and C=0.003 μF, calculate the frequency of its oscillation in KHz ,neglect mutual inductance
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Answer:
130.208Khz
Explanation:
given
L1=0.2mH
L2=0.3mH
C=0.003uh=3x10 power -3 x 10 power -6
= 3x10 power -9
we know
f=1/2π√LtC
here LT = L1+L2
= 0.5mH= 5x10 power -4
substitute in above formula
1/6.28x√5x3x 10 power -13
= 1/6.28x√1.5x10 power -12
if we calculate it
10 power 6 divided by 7.68
ans is :130208.33hz
in khz divided by 1000
:: 130.208Khz
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