Pixel size at specimen plane calculator
Real size of a pixel at the specimen plane, from sensor pixel size, magnification and binning.
Result
108.333 nm
- Calculation
- 6.5 × 1 / 60
- Total optical magnification
- 60×
- Pixels per micrometer
- 9.231 px/µm
Calculation, assumptions and sources
OverviewThe sensor's physical pixel size, the objective magnification, any intermediate factor (camera adapter, Optovar) and the binning give the pixel size at the specimen plane and the number of pixels per micrometre.
The sensor's physical pixel size, the objective magnification, any intermediate factor (camera adapter, Optovar) and the binning give the pixel size at the specimen plane and the number of pixels per micrometre.
Method & formulasprojected pixel size = sensor pixel size × binning / total optical magnification
Display zoom plays no part: enlarging an image on screen adds no information.
- Sensor pixel
- physical size of a photosite, fixed by the camera (typically 3 to 11 µm).
- Pixel at specimen plane
- the portion of specimen a pixel covers after demagnification by the optics; it sets the sampling.
- Total optical magnification
- the objective multiplied by any intermediate optical element (0.5× or 0.63× camera adapter, non-standard tube lens, Optovar).
- Binning
- grouping neighbouring sensor pixels before readout. Binning 2 doubles the pixel width at the specimen and improves the signal-to-noise ratio.
Validity domainThe calculation assumes the stated magnifications are exact.
The calculation assumes the stated magnifications are exact. Manufacturing tolerances, a tube lens whose focal length differs from the maker's design, or a misidentified adapter can introduce a few percent of deviation. A stage micrometer gives the reference calibration.
Pixel size and resolutionOptical resolution depends only on wavelength and numerical aperture.
Optical resolution depends only on wavelength and numerical aperture. Pixel size sets how finely it is recorded: too fine a pixel makes images heavier, too coarse a pixel loses information. The ratio between the two is handled by the Nyquist sampling calculator.