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Engineering Reference

Op-Amp Datasheet Parameters Reference

Quick-reference op-amp datasheet parameters including offset, bias current, input range, output swing, GBW, slew rate, CMRR, PSRR, noise, supply, and thermal ratings.

Reading Time
13 min
Format
Datasheet lookup
Updated
September 26, 2026

How to Read an Op-Amp Datasheet

Start with supply voltage, temperature, load and package conditions. Then distinguish guaranteed minimum or maximum limits from typical characterization. Parameter names and symbols vary among manufacturers, so use the definitions and test circuit in the specific datasheet rather than relying on the symbol alone.

Operating specification

Use the recommended operating range for design. A value in the absolute-maximum table is a stress boundary and does not promise normal function.

Conditions are part of the number

Offset, input range, output swing, noise and dynamic response can change with supply, common-mode voltage, load, temperature and frequency.

Parameter Quick Reference

Op-amp datasheet parameter lookup
ParameterCommon symbolsUnitsEngineering meaningWhat to verify
Input offset voltageVOSµV, mVInput-referred differential voltage required to force the output to the ideal valueCheck maximum value, temperature range and supply conditions
Offset-voltage driftTCVOSµV/°CChange in input offset with temperatureImportant in precision DC and wide-temperature designs
Input bias currentIBpA, nA, µAAverage current flowing into or out of the input pinsSource resistance converts bias current into voltage error
Input offset currentIOSpA, nADifference between the two input bias currentsRelevant after source resistances are balanced
Common-mode input rangeVICM, VCMVAllowed average input voltage rangeMay vary with supply, temperature and output loading
Differential input voltageVIDVVoltage permitted between the two input pinsAbsolute maximum is not a normal operating target
Open-loop gainAOL, AVOV/V, dBUncompensated differential voltage gainSpecified at DC or low frequency and under stated load
Gain-bandwidth productGBW, GBPHzApproximate unity-gain frequency for a dominant-pole op ampClosed-loop bandwidth depends on noise gain and stability
Slew rateSRV/µsMaximum large-signal output rate of changeTest conditions, polarity and output swing matter
Common-mode rejection ratioCMRRdBRejection of common-mode input changesOften degrades near rail limits and with frequency
Power-supply rejection ratioPSRRdBRejection of supply-voltage changesMay be reported separately for positive and negative rails
Input voltage-noise densityennV/√HzInput-referred broadband voltage noise densityUse the noise spectrum and bandwidth, not one point alone
Input current-noise densityinfA/√Hz, pA/√HzInput-referred broadband current noise densitySource impedance converts current noise to voltage noise
Input capacitanceCinpFDifferential or common-mode input capacitanceInteracts with source impedance and feedback stability
Output-voltage swingVOH, VOL, VOUTVAvailable output range under a stated loadRail-to-rail does not necessarily mean exactly to both rails
Output currentIOmASource or sink current under specified conditionsObserve output swing, dissipation and short-circuit limits
Quiescent supply currentIQ, ISµA, mASupply current without load currentConfirm per-amplifier versus per-package convention
Supply voltageVS, VCC/VEEVPermitted single-supply or split-supply operating rangeDo not confuse recommended operation with absolute maximum
Thermal resistanceθJA, θJC°C/WPackage thermal path under defined board conditionsBoard copper and airflow change effective thermal behavior

Input Accuracy and Range

Offset contribution

A useful first estimate is VOUT,error ≈ VOS × noise gain. Noise gain is used even when signal gain has a different sign or magnitude.

Bias-current contribution

Verror = IB × Rsource is a first-order estimate. Both input networks, bias-current direction and IOS determine the final error.

Common-mode range

VICM is not the differential input limit. Both input pins may be close together yet outside the allowed common-mode range.

Input protection boundary

A differential-input absolute maximum does not imply linear operation at that voltage. Large differential inputs can activate clamps or damage the device.

Output, Supply and Thermal Limits

Op-amp output and supply checks
CheckQuestionCommon dependencyDesign interpretation
Output swingCan the required voltage be reached?Load, rails, temperatureKeep the commanded output inside guaranteed VOH/VOL limits
Output currentCan the load current be sourced and sunk?Output voltage and durationCurrent capability and voltage swing must be met simultaneously
Supply rangeIs the selected single or split supply valid?Device grade and temperatureUse the recommended range, not absolute maximum
Quiescent currentWhat current does the amplifier itself consume?Number of channels and operating modeCheck whether the value is per channel or per package
Power dissipationWill junction temperature remain acceptable?IQ, output loading, package and PCBEstimate all internal dissipation paths and derate with temperature

Gain, Bandwidth and Slew Rate

Open-loop gain

AOL is very high only at low frequency. Finite, frequency-dependent open-loop gain produces closed-loop gain error and phase shift.

GBW estimate

For a dominant-pole device, fCL ≈ GBW / noise gain is a first estimate, not a guarantee for every amplifier architecture.

Large-signal limit

A sine output needs SRrequired = 2πfVpk. Add margin and check both positive and negative slew specifications when provided.

Stability is separate

Adequate GBW and slew rate do not guarantee stability. Minimum stable gain, capacitive load, feedback impedance and layout remain device-specific checks.

CMRR and PSRR

Rejection-ratio interpretation
ParameterDisturbanceInput-referred approximationImportant boundary
CMRRCommon-mode input changeEquivalent error scales approximately with ΔVCM / 10^(CMRR/20)CMRR varies with frequency and position inside the input range
PSRRSupply-voltage changeEquivalent error scales approximately with ΔVS / 10^(PSRR/20)Positive and negative supply rejection may differ and degrade with frequency

Noise Terms and Boundaries

Voltage-noise density and current-noise density are input-referred spectral quantities. A complete noise analysis includes source resistance, resistor thermal noise, noise gain, bandwidth shaping, low-frequency 1/f noise and any discrete noise specifications.

Flat white-noise estimate

en,rms ≈ en × √BW only when density is treated as flat and BW is an equivalent noise bandwidth.

Current noise

en,current ≈ in × |Zsource|. Source impedance may be frequency-dependent, so one resistance value is not always sufficient.

Worked Lookup Examples

Offset at the output

1 mV × noise gain 11 = 11 mV output-referred offset estimate.

Bias-current error

50 nA × 100 kΩ = 5 mV input-node error before considering the other input.

Bandwidth estimate

10 MHz / noise gain 10 = 1 MHz for the simple dominant-pole approximation.

Slew-rate requirement

2π × 100 kHz × 5 V = 3.14159 V/µs.

White-noise estimate

10 nV/√Hz × √10 kHz = 1 µV RMS, assuming flat density and a 10 kHz equivalent noise bandwidth.

Split-supply span

+15 V − (−15 V) = 30 V total rail-to-rail supply span; the output cannot be assumed to swing across the full span.

Datasheet Review Checklist

  1. 1Confirm supply range and polarity convention.
  2. 2Check input common-mode range at the actual supply.
  3. 3Check output swing under the actual load.
  4. 4Estimate offset and bias-current errors.
  5. 5Check closed-loop bandwidth against noise gain.
  6. 6Check large-signal slew-rate requirement.
  7. 7Review CMRR and PSRR over frequency.
  8. 8Integrate voltage and current noise over the real bandwidth.
  9. 9Check output current, dissipation and junction temperature.
  10. 10Verify stability, capacitive load and layout guidance.

Common Interpretation Mistakes

  • Treating a typical value as a guaranteed limit.
  • Using an absolute maximum as an operating point.
  • Assuming rail-to-rail means exactly to both rails.
  • Ignoring common-mode range while checking only differential voltage.
  • Multiplying offset by signal gain instead of noise gain.
  • Ignoring source resistance in bias-current error.
  • Treating GBW divided by signal gain as universal.
  • Assuming sufficient GBW guarantees stability.
  • Checking small-signal bandwidth but not slew rate.
  • Using one noise-density point across all frequencies.
  • Ignoring load and temperature conditions for output swing.
  • Comparing devices under different datasheet test conditions.

Support reference

FAQ

What is input offset voltage?

Input offset voltage is the small differential input voltage required to make the real amplifier produce the ideal output. Its output contribution is approximately VOS multiplied by circuit noise gain.

What is input bias current?

Input bias current is the average current flowing into or out of the two input pins. It creates voltage error when it flows through source and feedback resistance.

What is input offset current?

Input offset current is the difference between the two input bias currents. It matters when resistance balancing has cancelled much of the average bias-current effect.

What is the common-mode input range?

It is the permitted range for the average voltage at the two inputs while the amplifier remains within its specified operating behavior. The range depends on supply, temperature and often output conditions.

Does rail-to-rail input mean the output is also rail-to-rail?

No. Input common-mode range and output-voltage swing are separate specifications. Each must be checked under the intended supply, load and temperature conditions.

What is open-loop gain?

Open-loop gain is the amplifier's differential gain without closed-loop feedback. It is large at low frequency and falls with frequency; finite gain contributes closed-loop error.

What is gain-bandwidth product?

GBW is an approximate frequency-gain product for a dominant-pole, unity-gain-stable op amp. A first estimate of closed-loop bandwidth is GBW divided by noise gain, subject to device response and stability.

What is slew rate?

Slew rate is the maximum large-signal rate of output-voltage change. A sine wave of peak amplitude Vpk and frequency f needs at least 2πfVpk.

What is the difference between CMRR and PSRR?

CMRR describes rejection of common-mode input changes. PSRR describes rejection of supply-voltage changes. Both are condition- and frequency-dependent.

How do I use voltage-noise density?

For a simplified flat white-noise estimate, multiply noise density by the square root of noise bandwidth. Real calculations also account for spectral shape, 1/f noise, filter response, current noise and resistor noise.

What does output swing depend on?

Output swing depends on supply rails, load current, load resistance, temperature and device output architecture. Typical and guaranteed limits may differ.

Are absolute maximum ratings valid operating points?

No. Absolute maximum ratings are damage boundaries, not recommended operating conditions. Designs need margin inside the operating specifications.

Why do typical and maximum values differ?

Typical values describe representative behavior under stated conditions; maximum or minimum limits are production guarantees only where the datasheet explicitly says so.

Can one headline parameter determine the best op amp?

No. The suitable device must satisfy input range, output swing, supply, load, bandwidth, slew, noise, accuracy, stability and thermal requirements together.

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