## Emitter Follower Circuit – Operation, Advantages and Applications:

Emitter Follower Circuit is also a negative current feedback circuit. This circuits exhibits a large input impedance, a small output impedance, and a voltage gain of approximately unity. Further the output voltage tends to be in phase with the input voltageâ€”hence the term “follower”.

At first glance, one might be tempted to dismiss such a circuit as useless because of its unity voltage gain. However, its input and output impedances promote its use as input and output buffer stages in amplifier systems.

The circuit of an emitter follower circuit is shown in Fig. 19.43. The main difference between an emitter follower and conventional amplifier is the absence of collector load and emitter bypass capacitor. The emitter resistance RE itself acts as the load and the ac output voltage Vout is taken across it. The biasing is provided either by base resistor method or potential divider method.

The circuit consists of a resistance of the order of 10 kÎ© in the emitter itself and the collector is connected directly to the supply. Stabilization of operating point is exceptionally good because of high value of emitter resistance RE.

### Operation of Emitter Follower Circuit:

When input signal Vs is applied to the base, the resulting emitter current Ie develops an output voltage VoutÂ equal to IeRE across the emitter resistance RE. This voltage opposes the ac signal voltage Vs as it is in phase opposition to Vs. Thus it provides negative current feedback. Moreover, this voltage (Vout) fed back to the input is proportional to the emitter current hence this circuit is called a negative current feedback circuit.

It may be noted that when the input signal voltage Vs goes through its positive half cycle the output voltage Vout is also seen to go through its positive half cycle. Hence the output voltage is in phase with the input signal voltage i.e., the output voltage (emitter voltage) just follows the input voltage and hence the name emitter follower.

### Circuit Analysis:

For the emitter follower configuration given in Fig. 19.43, the small-signal ac model is drawn, as illustrated in Fig. 19.44. For the input section of Fig. 19.44, the resistance RB is neglected because it is usually much larger than source resistance Rs that a Thevenin’s equivalent circuit for the configuration of Fig. 19.45 would result in simply Rs and Vs as illustrated in Fig. 19.44. Of course, if current levels are to be determined such as Iin in the original diagram, the effect of RB is to be considered.

Applying Kirchhoff’s voltage law to the input circuit of Fig. 19.44, we have

Emitter current,

Taking (Î˛ + 1) â‰ˇ Î˛,Â we have

Emitter current,

Now a network is drawn following the above equation and is given in Fig. 19.46 (a). In Fig. 19.46 (b) RE and load resistance RL have been segregated to define output impedance ZoutÂ and output current lout.

The voltage gain can then be had directly from Fig. 19.46 (a) using the voltage divider rule

and voltage gain,

Setting Vs = 0 and solving for Zout we have

For the input impedance,

and input impedance

For no-load conditions the gain equation becomes

Current gain,

From circuit shown in Fig. 19.43, input voltage to the amplifier, which equals Vbe, is given as

neglecting voltage drop in source resistance Rs.

So the feedback ratio Î˛ i.e., feedback is 100%.