beta = sensor dimension / field of viewChecks whether the target area fits the sensor at the required image scale.
Use this manual calculator to estimate sensor size, field of view, single-pixel accuracy, magnification, working distance, focal length and viewing angle for early machine vision lens screening. The result is a practical first pass for engineers preparing a lens, lighting and camera RFQ, not a final lens approval.

Please enter as many parameters as possible. The system automatically derives missing first-order values; calculated values are approximate references.
Results recalculate automatically whenever any parameter changes. Use Fill derived values only when you want to write calculated values back into empty fields.
| Lens class | Focal | FOV at WD | Magnification | Release check |
|---|---|---|---|---|
| 10 mm fixed focal lens class | 10 mm | 253.4 x 212.0 mm | 0.0333x | Verify MOD, distortion, image circle, mount and extension ring. |
| 12 mm fixed focal lens class | 12 mm | 211.1 x 176.6 mm | 0.0400x | Verify MOD, distortion, image circle, mount and extension ring. |
| 16 mm fixed focal lens class | 16 mm | 158.4 x 132.5 mm | 0.0533x | Verify MOD, distortion, image circle, mount and extension ring. |
| Closest standard class | 20 mm | 126.7 x 106.0 mm | 0.0667x | Verify MOD, distortion, image circle, mount and extension ring. |
| 25 mm fixed focal lens class | 25 mm | 101.3 x 84.8 mm | 0.0833x | Verify MOD, distortion, image circle, mount and extension ring. |
Sensor width and height come from manual sensor dimensions or from resolution multiplied by pixel size.
Target width and height define the object area that must fit inside the image. Pixel accuracy can also derive FOV from resolution.
Magnification is estimated as sensor size divided by object field. When both axes are known, the lower ratio is used to keep the full target inside the image.
The first-order focal estimate uses focal length near working distance multiplied by magnification. Close-range or high-magnification setups need datasheet verification.
LuxMV can discuss lens class, lighting geometry, wavelength, controller timing and mounting constraints after the target, defect and imaging conditions are defined.
These references explain what the calculator is doing without turning the lower page into a dense manual. Final selection still depends on lens datasheet limits, lighting clearance, sample images, and installation geometry.
beta = sensor dimension / field of viewChecks whether the target area fits the sensor at the required image scale.
f approx WD x sensor size / FOVScreens a practical focal class before checking the lens datasheet.
accuracy = FOV / camera pixelsTurns camera resolution into the physical size represented by one pixel.
WD approx f x (1 + 1 / beta)Flags close-range setups that need MOD, distortion, and extension-ring review.
A machine vision lens selection calculator converts camera sensor size, resolution, target field of view, working distance and focal length into first-order values such as magnification, viewing angle and candidate focal classes. It is useful for early screening before checking a specific lens datasheet.
Start with target width and height, required pixel accuracy, camera resolution, pixel size or sensor size, and the allowed working distance. Those values determine whether a lens focal length can cover the required field of view at the planned installation distance.
No. The result is a first-order estimate and does not confirm distortion, depth of field, modulation transfer, minimum object distance, extension-ring image quality, interface fit, lighting clearance or production repeatability.
Send the calculated FOV, working distance, candidate focal class, camera sensor data, target feature, sample images, speed, exposure and mounting limits. LuxMV can then discuss lens, light, wavelength, controller and fixture constraints together.