CHL
Member level 3

Hello
I wonder the gains of single-ended (typical opamp) and fully differential amps.
Let's assume that there is a simple differential amplifier structure.
In a fully differential amplifier, the gain is
(Vout+ - Vout-)/(Vin+ - Vin-)
On the other hand, in a single-ended amplifier, the gain is
(Vout+)/(Vin+ - Vin1-)
This means that if the input signal and the gain of each input common source amplifier are same, the single-ended amp gain is the half of the fully differential amp gain.
Also, if the positive input port of the singe-ended amplifier is connected to a bias voltage to make an inverting amplifier (let's assume it is GND), the amplifier gain is
(Vout+)/(- Vin1-)
and a single common source amplifier operates in this case, not both input amplifiers.
Does what I understand correct?
Although it looks simple in an opamp block level, I'm confused in integrated circuit level.
I wonder the gains of single-ended (typical opamp) and fully differential amps.
Let's assume that there is a simple differential amplifier structure.
In a fully differential amplifier, the gain is
(Vout+ - Vout-)/(Vin+ - Vin-)
On the other hand, in a single-ended amplifier, the gain is
(Vout+)/(Vin+ - Vin1-)
This means that if the input signal and the gain of each input common source amplifier are same, the single-ended amp gain is the half of the fully differential amp gain.
Also, if the positive input port of the singe-ended amplifier is connected to a bias voltage to make an inverting amplifier (let's assume it is GND), the amplifier gain is
(Vout+)/(- Vin1-)
and a single common source amplifier operates in this case, not both input amplifiers.
Does what I understand correct?
Although it looks simple in an opamp block level, I'm confused in integrated circuit level.