Calculator #62 · Safety-Critical

PAPI Survey / Aiming Verification

Measured aiming angles and unit elevations checked per unit against the design settings and the aiming tolerance — with the effective glide path, on-slope sector and indication bands that result.

About this calculator

Set the nominal glide-path angle and the design setting of each unit, then enter what was measured: the angle read from an inclinometer or theodolite, or the height at which the red/white transition was observed on a staff at a known distance. The tool reduces every unit to an aiming angle, compares it with its design angle, checks unit elevations, optional azimuth and unit order, and shows the indication bands a pilot would actually see. Unit 1 (P1) is always the unit nearest the runway.

Quick start

Standard, Units & Display

Angles are in degrees and minutes of arc (′) throughout. Changing the length unit converts every length already entered.

PAPI System & Design Settings

Elevation and bearing are optional: leave them blank to skip the elevation-vs-design and azimuth checks.

UnitSetting vs θ (′)Design angle

Positive = aimed above θ. Inner unit first. Pre-filled with the common 4-unit pattern (+30′, +10′, −10′, −30′); edit to the approved design. Changing the number of units resets this table.

Tolerances & Corrections

Tolerances are the ± values from the governing standard or project specification. A blank tolerance switches that check off, but the verdict cannot show PASS while the aiming-angle tolerance is blank. The pre-filled values are placeholders, not standard figures — replace them.

Applied to each unit and to the effective glide-path angle.

Direct-angle readings use: aiming angle = reading − index error + housing offset. The housing offset is the manufacturer’s relation between the surface the inclinometer sits on and the optical axis.

Measurements

Horizontal distance from the bar at which angle errors are also shown as a height.

Unit Reading (°) — Optical-centre elevation Azimuth (°) Aiming angle Δ Angle Δ Elevation Δ Azimuth Status

FAQ

PAPI Survey and Aiming Verification Calculator: Frequently Asked Questions

Quick answers on how measured PAPI aiming angles are checked against the design settings.

What does the PAPI Survey and Aiming Verification Calculator do?

It reduces each PAPI unit to one number, its aiming angle above horizontal, and compares it with the design setting. It reports the deviation of each unit, the effective glide path, the indication bands as measured against the design bands, elevation and azimuth checks, and gives a chart, CSV export and PDF report.

How is the aiming angle measured and calculated?

From an inclinometer or theodolite, α = reading − index error + housing offset. From a staff observed at horizontal distance L, with the transition seen at elevation Et and the unit's optical centre at Eo, α = atan((Et − Eo) ÷ L). Index error and housing offset corrections apply to direct readings only, and earth curvature and refraction are ignored at the short distances used for staff observations.

What design settings does it start with?

The common 4-unit pattern, inner unit first, is θ + 30′, +10′, −10′ and −30′. A 2-unit APAPI uses ±15′ and a 3-unit pattern uses +20′, 0 and −20′ as a placeholder. These are editable starting points, and you should confirm every setting and tolerance against the current edition of the governing standard, the manufacturer's instructions and the approved design.

How is deviation and the effective glide path worked out?

Deviation = measured − design angle, in minutes of arc, positive when the unit is aimed high. The effective glide path is the mean of the middle two measured angles (the middle one for an odd count) and is compared with the nominal θ. The height error of the on-slope indication at distance d is Δh = d × (tan αeff − tan θ).

How are the indication bands built?

With the measured angles sorted from lowest to highest, the band with w white lights lies between the w-th and (w+1)-th angle. Comparing each band edge with its design edge shows how the on-slope sector has moved or narrowed. Heights are given above the optical-centre plane at the reference distance you enter.

Are the tolerances standard values?

No. The pre-filled values are placeholders, not standard figures. They are ±5′ for the aiming angle, 0.05 m for the elevation tolerance and height spread, and a blank azimuth tolerance, which means it is not checked. A blank tolerance switches that check off, so replace the values with those from your governing standard or project specification. The verdict cannot show PASS while the aiming-angle tolerance is blank.

Do I need to correct for runway gradient or cross-slope?

Yes, outside the tool. It does not correct the aiming angles for runway longitudinal gradient or cross-slope. Apply the correction your standard or the manufacturer requires and enter the corrected nominal angle θ.

Does a PASS replace a flight inspection?

No. A PASS means the measured values are within the tolerances entered. The calculator does not replace a flight inspection, check beam cut-off sharpness, intensity, colour or the obstacle clearance surface, and it cannot tell whether an instrument is calibrated. Unit position and spacing are checked in the PAPI Unit Separation and Lateral Geometry tool.

More Tools

Related Knowledge Hub Resources

Talk to Precision AGL Academy

Follow the Academy

Verdict—