A Series-Series feedback amplifier is
Transconductance
Feedback amplifiers are circuits where a portion of the output signal is fed back to the input. The configuration of this feedback affects the amplifier's characteristics, particularly its input impedance ($Z_{in}$), output impedance ($Z_{out}$), and the type of gain it provides. Amplifiers can be classified based on the relationship between their output and input signals.
Different types of amplifiers are defined by the ratio of their output quantity (voltage or current) to their input quantity (voltage or current):
A transconductance amplifier is characterized by its ability to convert an input voltage signal into a proportional output current signal. This means the output current level is directly controlled by the input voltage level. The gain parameter, transconductance ($G_m$), quantifies this relationship ($G_m = \frac{I_{out}}{V_{in}}$). Amplifiers using the transconductance characteristic are essential in applications requiring voltage-to-current conversion.
The 'Series-Series' feedback configuration primarily influences the amplifier's input and output impedances, typically increasing both ($Z_{in}$ and $Z_{out}$). While this topology is often associated with voltage amplification ($V_{out}/V_{in}$), understanding the fundamental gain parameters is crucial. Given the provided options, 'Transconductance' accurately describes a specific type of amplifier gain where output current is proportional to input voltage.
___________ oscillator has the best frequency stability and accuracy.
An astable multivibrator has
The dB gain of cascaded systems is simply
Read the following statements regarding transfer function.
(A) The transfer function is used to describe networks which have only two ports.
(B) The transfer function is used to describe networks which have atleast two ports.
(C) The ratio of transforms of one current to another current is called current transfer function.
(D) The ratio of transforms of one voltage to another current is called transfer admittance function.
Choose the correct answer from the options given below:
Barkhausen criterion for oscillations is