Rainbow Electronics MAX4492 User Manual

Page 6

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pole at frequency (2

πR′C

IN

)

-1

, where R

′ is the parallel

combination of the gain-setting resistors for the invert-
ing or noninverting amplifier configuration (Figure 2). If
the pole frequency is less than or comparable to the
unity-gain bandwidth (10MHz), the phase margin will
be reduced, and the amplifier will exhibit degraded
AC performance through either ringing in the step
response or sustained oscillations. The pole frequency is
10MHz when R

′ = 3.2kΩ. To maximize stability, R′ <3kΩ

is recommended.

Applications that require rail-to-rail operation with mini-
mal loading (for small V

DD

- V

OH

and V

OL

- V

SS

) will

typically require R

′ values >3kΩ. To improve step

response under these conditions, connect a small

capacitor C

f

between the inverting input and output.

Choose C

f

as follows:

C

f

= 5(R / R

f

) [pf]

where R

f

is the feedback resistor and R is the gain-set-

ting resistor (Figure 2).

Figure 3 shows the step response for a noninverting
amplifier subject to R

′ = 4kΩ with and without the C

f

feedback capacitor.

MAX4490/MAX4491/MAX4492

Low-Cost, High-Slew-Rate,
Rail-to-Rail I/O Op Amps in SC70

6

_______________________________________________________________________________________

Figure 1a. Output Source Current vs. Temperature

Figure 1b. Output Sink Current vs. Temperature

0

1

2

3

4

5

6

-40

-10

-25

5

20 35 50 65 80

125

95 110

TEMPERATURE (

°C)

OUTPUT SOURCE CURRENT (mA)

V

DD

- V

OH

= 200mV

V

DD

- V

OH

= 100mV

V

DD

- V

OH

= 50mV

V

DD

= 5V

V

DD

= 2.7V

0

1

2

3

4

5

6

7

8

9

-40

-10

-25

5

20 35

65

50

80

110

95

125

TEMPERATURE (

°C)

OUTPUT SINK CURRENT (mA)

V

DD

- V

OH

= 200mV

V

DD

- V

OH

= 100mV

V

DD

- V

OH

= 50mV

V

DD

= 5V

V

DD

= 2.7V

Figure 2. Inverting and Noninverting Amplifier with Feedback
Compensation

MAX4490

V

IN

V

OUT

R

′ = R || R

f

R

f

C

f

= RC

IN

R

f

C

f

R

MAX4490

V

IN

V

OUT

R

′ = R || R

f

R

f

C

f

= RC

IN

R

f

R

C

f

INVERTING

NONINVERTING

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