PhotoCalcs
Magnification Calculator — Optical Magnification
Calculate the optical magnification ratio from focal length and subject distance.
How We Calculate This
This calculator uses the thin lens magnification formula:
Magnification
M = f / (d - f)
Where f = focal length and d = subject distance (both in mm).
Subject Coverage
Subject width filling sensor = sensor width / M
At 1:1 magnification on full frame (36mm sensor width), a subject 36mm wide fills the frame.
Frequently Asked Questions
Magnification is the ratio of the image size on the sensor to the actual subject size. At 1:1 (1x) magnification, a 10mm subject produces a 10mm image on the sensor. At 1:2 (0.5x), a 10mm subject creates a 5mm image. Macro lenses typically achieve 1:1 magnification.
Magnification M = focal length / (subject distance - focal length). As the subject gets closer to the focal length, magnification increases. At twice the focal length distance, M = 1:1. At infinity, M approaches zero.
Optical magnification is the actual image size on the sensor relative to the subject. Digital magnification (digital zoom) simply crops and enlarges a portion of the image, losing resolution. Optical magnification preserves full resolution; digital magnification reduces it.
Longer focal lengths give more working distance at the same magnification. At 1:1, the lens-to-subject distance equals twice the focal length: a 100mm macro sits ~200mm from the subject (real-world working distance ~150mm from the front of the lens), while a 60mm macro sits ~120mm away (working distance ~90mm). More working distance avoids scaring insects and reduces the chance of casting shadows on the subject.
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Last updated: February 2026
All calculations are estimates based on standard optical and photographic formulas. Results may vary with specific equipment.