OPA2658 Datasheet, PDF (8/13 Pages) Burr-Brown (TI) – Dual Wideband, Low Power, Current Feedback OPERATIONAL AMPLIFIER

APPLICATIONS INFORMATION
THEORY OF OPERATION
Conventional op amps depend on feedback to drive their
inputs to the same potential, however the current feedback
op amp’s inverting and non-inverting inputs are connected
by a unity gain buffer, thus enabling the inverting input to
automatically assume the same potential as the non-invert-
ing input. This results in very low impedance at the inverting
input, which makes it a very good current sensor. The
feedback loop reduces the error current seen at the inverting
input to a very small value.
DISCUSSION OF PERFORMANCE
The OPA2658 is a dual, low-power, unity gain stable,
current feedback operational amplifier which operates on
±5V power supply. The current feedback architecture offers
the following important advantages over voltage feedback
architectures: (1) the high slew rate allows the large signal
performance to approach the small signal performance, and
(2) there is very little bandwidth degradation at higher gain
settings.
The current feedback architecture of the OPA2658 provides
the traditional strength of excellent large signal response
plus wide bandwidth, making it a good choice for use in high
resolution video, medical imaging and DAC I/V Conver-
sion. The low power requirements make it an excellent
choice for numerous portable applications.
DC GAIN TRANSFER CHARACTERISTICS
The circuit in Figure 1 shows the equivalent circuit for
calculating the DC gain. When operating the device in the
inverting mode, the input signal error current (I_E) is ampli-
fied by the open loop transimpedance gain (T_O). The output
signal generated is equal to T_O x I_E. Negative feedback is
applied through R_FB such that the device operates at a gain
equal to –R_FB/R_FF.
+
C_C
R_FF
I_E
R_S
L_S
V_O
V_N
–
T_O
(50Ω)
V_I
C₁
For non-inverting operation, the input signal is applied to the
non-inverting (high impedance buffer) input. The output
(buffer) error current (I_E) is generated at the low impedance
inverting input. The signal generated at the output is fed back
to the inverting input such that the overall gain is (1 + R_FB/R_FF).
Where a voltage-feedback amplifier has two symmetrical high
impedance inputs, a current feedback amplifier has a low
inverting (buffer output) impedance and a high non-inverting
(buffer input) impedance.
The closed-loop gain for the OPA2658 can be calculated
using
the
following equations:
Inverting Gain
=
1

–_
+
R _FB
R _FF
1


(1)
Loop Gain
Non−Inverting Gain
=

¹
+

1+
R _FB
R _FF
1



(2)
Loop Gain




where Loop Gain
=




R _FB
+
T_O
R
S

¹
+
R _FB
R _FF






At higher gains the small value inverting input impedance
causes an apparent loss in bandwidth. This can be seen from
[ ] ^the
equation:
ƒ _ACTUAL
BW
≈
ƒ_{(AV =+2)} BW x (1. 25)

¹

+


R_S
R _FB


×

¹
+
R _FB
R _FF





(3)
This loss in bandwidth at high gains can be corrected
without affecting stability by lowering the value of the
feedback resistor from the specified value of 402Ω.
OFFSET VOLTAGE AND NOISE
The output offset is the algebraic sum of the input offset
voltage and bias current errors, all with different gains to the
output. The output offset for non-inverting operation is
calculated by the following equation:
Output Offset Voltage
=
± Ib _N
×
R_N

¹
+
R_FB
R _FF


±
(4)
V _IO
_{1 +}
R
R
FB
FF


± Ib _I
×
R _FB
If all terms are divided by the gain (1 + R_FB/R_FF) it can be
observed that the input referred offset improves as gain
increases, and as R_N decreases.
R_FF
R_FB
Ib_I
R_FB
Ib_N
R_N
V_IO
FIGURE 1. Equivalent Circuit. (1/2 of OPA2658)
®
OPA2658
FIGURE 2. Output Offset Voltage Equivalent Circuit.
8