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About this calculation: inputs, formula and confidence

How much is my sensor tilted?

Translate focus differences across a sensor into plane tilt.

Measured model

Formula

α = atan(Δz ÷ d)

Tilt angle comes from focus offset across a known sensor distance.

Where to find the inputs

  • Focus differencesAberration inspector or autofocus measurements
  • Sensor dimensionsEquipment profile

Related

Autofocus Planning →Back-focus Spacing →Resolution & Sampling →

Sensor Tilt

Turn focus differences into a correction.

Enter focus offsets measured across the sensor. The plane model shows the tilt magnitude and the equivalent adjustment at your tilt plate.

Purpose and method

What this calculator does

How much is my sensor tilted? Translate focus differences across a sensor into plane tilt.

In words: Tilt angle comes from focus offset across a known sensor distance.

The saved camera supplies the sensor dimensions. Focus offsets and adjuster spacing must come from your own focus analysis and tilt-plate geometry.

Working geometry

Sensor plane tilt

Focus offsets across the sensor describe the angle between the ideal and measured planes.

ideal planemeasured plane

Measurements

Sensor and focus plane

Positive means the right or bottom edge focuses farther away; negative reverses that direction.

Unit: mm
Unit: mm
Unit: µm
Unit: µm
Unit: mm

Radial distance from the optical axis to the adjustment point.

Calculated now

Plane tilt and correction

Combined tilt is 2.39 arcmin; right side and bottom side are farther from the reference focus.

Combined plane tilt
0.0398°2.39 arcmin
Adjuster correction
34.7 µmat 50.0 mm
Horizontal tilt
0.0318°
Vertical tilt
0.0239°
Corner-to-corner focus delta
22.4 µm

Model

Horizontal and vertical tilt
θx=atan(Δxw),θy=atan(Δyh)
Combined plane tilt
θ=atan(Δxw2+Δyh2)

The signed axis equations retain direction; their orthogonal slopes combine into the magnitude of the tilted plane.

This is a geometric plane estimate. Focus measurements can also include field curvature, optical aberration, sag, seeing, and measurement noise. Confirm corrections with repeated exposures.