I saw this in some analog circuits... can you explain me little about current-feedback (CFB) mode operational amplifiers. As amplifiers have very high Rin, how feedback current is going to effect gain??
As long as the opamp can be considered as ideal, the feedback resistor is not necessary for unity gain applications because therre is absolutely no current flowing into the idealized input (input impedance infinity).
However, in real applications it can be beneficial to have such a resistor to compensate for a (rather small) voltage drop across the source resistance (not shown in the simple diagram) in front of the non-inv. input that sometimes cannot be neglected. This method is known as "offset current compensation".
Regarding the current-feedback amp (CFA): It has a low-resistance inverting input (current input) and the current flowing into this input is mirrorred and transferred into a voltage (internally). That means, the input circuitry of a CFA is completely different if compared with the conventional opamp. In this context, it is to be noted that the open loop "gain" of the CFA is given in "ohms" and, therefore is called "transfer impedance" (because the input current is transferred to an output voltage).
The information as given by FvM (regarding the feedback resistor) becomes clear if you compare the closed loop gain of both amplifier types. For comparing purposes the gain is written as a product consisting of (a) the idealized and frequency-independen gain factor Go and (b) a real frequency-dependent error factor E(jw) :
Closed-loop Gain G=Go*E(w) with Go=1+R2/R1 for both amplifiers.
* voltage opamp: 1/E(jw)=1+1/(Go/A(jw) with A(jw): opamp open loop gain
* CFA: 1/E(jw)=1+1/(R2/Z(jw) with Z(jw): CFA open loop transfer impedance.
Advantage of CFA: Z(jw) must
not be frequency compensated because R2 always can be chosen - independent on the desired cloosed-loop gain - in such a way that no stability problems arise. For this purpose, the manufacturers specify a suitable (minimum) value for this feedback resistor.
---------- Post added at 14:34 ---------- Previous post was at 13:12 ----------
Remark 1: perhaps I should mention that the CFA calculation assumes that R1>>rin (rin: inv. input resistance, in reality app. 50 ohms or less).
Remark 2: Of course, one also can compare the loop gain of both opamp types with feedback:
*opamp: LG=-k*A(jw) with k=r1/(R1+R2)
*CFA: LG=-R2*Z(jw)