written 8.3 years ago by | • modified 8.3 years ago |
Mumbai University > Electronics Engineering > Sem4 > Fundamentals of Communication Engineering
Marks: 5M
Year: May2014
written 8.3 years ago by | • modified 8.3 years ago |
Mumbai University > Electronics Engineering > Sem4 > Fundamentals of Communication Engineering
Marks: 5M
Year: May2014
written 8.3 years ago by |
The primary and secondary circuits are tuned to carrier frequency and $C_3$ is the coupling capacitor while $L_3$ is the RFC element.
The two generated frequency dependent output voltages are applied to the two diodes $D_1$ and $D_2$. The capacitor $C_9$ has large value, typically 10 μF which charges to the peak value of voltage across $L_2$ and due to the large time constant, it holds this voltage.
The effect of any amplitude variations due to noise and other interference is minimal on the charge of capacitor $C_9$ and the voltage remains constant.
Additional limiter circuit is not required since the output voltage is not affected by amplitude variations in the incoming signals.
Conversely, when $D_1$ conducts more than $D_2, V_01$ exceeds $V_{02}$ again resulting in the sum of these voltages as constant. Thus the output voltage V_out is negative.
Therefore in this circuit the sum of the voltages $V_{01}$ and $V_{02}$ always remains constant, but their ratio changes depending on the signal frequency. Hence the circuit is called ratio detector.