Ideal Op-Amp Assumptions state that an operational amplifier has infinite open-loop gain, infinite input impedance, and zero output impedance. The Golden Rules derived from these are: (1) the voltage difference between the inverting and non-inverting inputs is zero (virtual short), and (2) the input currents at both terminals are zero. These simplify circuit analysis by allowing us to ignore input current and assume equal voltages at both inputs.
Ideal Op-Amp Assumptions state that an operational amplifier has infinite open-loop gain, infinite input impedance, and zero output impedance. The Golden Rules derived from these are: (1) the voltage difference between the inverting and non-inverting inputs is zero (virtual short), and (2) the input currents at both terminals are zero. These simplify circuit analysis by allowing us to ignore input current and assume equal voltages at both inputs.
What is an ideal op-amp?
An ideal op-amp is a theoretical amplifier with infinite open-loop gain, infinite input impedance (no input current), and zero output impedance. It amplifies the difference between its inputs by an arbitrarily large factor.
What are the Golden Rules of an ideal op-amp in negative feedback?
1) No current flows into either input (I+ = I− ≈ 0). 2) The closed-loop output adjusts to make the input difference vanish, so v+ ≈ v− (virtual short).
What is a virtual short and when does it apply?
A virtual short means v+ and v− are at the same voltage in negative-feedback operation, even though no physical connection exists between the inputs. It applies in the linear, closed-loop region.
What are common real-world limits not captured by the ideal model?
Real op-amps have finite gain, nonzero input currents, finite input/output impedances, limited bandwidth and slew rate, and offset voltages; these cause deviations from the ideal behavior.