Imaging Glossary › Working Distance
Physical Parameter

Working Distance

The space between lens and sample

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Definition

The distance between the front element of the objective and the sample surface when in focus. Working distance is critical for thick samples, specialized mounting, and avoiding contact between the objective and sample.

The coverslip eats most of it

Working distance is measured from the front element to the focal plane, and the coverslip lives inside that gap. A 100x / 1.4 NA oil objective with a 0.13 mm working distance, used with a standard 0.17 mm coverslip, does not have 0.13 mm of room above your sample. It has none: the coverslip alone is thicker than the entire working distance, and such an objective is designed to focus at or just beyond the coverslip's inner surface.

This is the single most common surprise in objective selection. The specification sounds like clearance and is not. What it actually tells you is how far into your specimen you can reach, measured from the far side of the glass — and for the highest-NA oil objectives, that answer is a few micrometers to a few tens of micrometers. Anything deeper is out of reach at any price.

Simplified

Working distance sounds like the room you have to work in. It is not. It is measured from the glass at the front of the lens down to the plane you are focused on — and the coverslip sits in that space, using most or all of it.

A high-power oil lens has a working distance thinner than the coverslip itself. It is not built to reach into anything; it is built to look just past the glass, very well.

Why the good lenses are the short ones

The trade is geometric and unavoidable. Numerical aperture is n sin θ, and a large θ means collecting light over a wide cone. To subtend a wide cone from a lens of finite diameter, you must sit close. Long working distance and high numerical aperture are competing demands on the same geometry, which is why the specification sheet reads the way it does: 10x / 0.3 NA at 15 mm, 40x / 0.95 at 0.21 mm, 100x / 1.4 at 0.13 mm.

Long-working-distance designs exist and are genuinely useful — reaching through culture plates, chambers, cryostats. They buy that reach by giving up numerical aperture, and by the fourth-power rule that costs brightness steeply. A 40x / 0.6 LWD against a 40x / 1.3 is a factor of (1.3/0.6)4 = 22 in brightness. Sometimes reach is worth 22 times the light. It should be a decision, not a surprise.

Simplified

To gather light over a wide angle, a lens has to sit close. That is all there is to it — the best light-gathering lenses are necessarily the ones with almost no room beneath them.

You can buy lenses that reach further, and they are genuinely useful for looking through culture plates and chambers. They pay for that reach in brightness, and the exchange rate is steep: reaching further can cost you twenty times the light.

The correction collar, and what it is apologizing for

An objective is computed for a specific thickness of glass in front of it — usually 0.17 mm, the nominal #1.5 coverslip. Real coverslips vary, and the higher the NA the less forgiving the design becomes. A 1.4 NA objective can visibly degrade over a 0.01 mm departure, which is well within the tolerance of ordinary coverslips.

That is what a correction collar is for: it adjusts internal element spacing to compensate for glass thickness and, on some designs, temperature or medium. It is not a fine-focus convenience. If you have one and have never moved it, there is a reasonable chance you have been running a premium objective at a fraction of its specified performance — and the symptom is simply a slightly soft image, which looks like every other cause of a slightly soft image. Set it by iterating on a fine structure until the image snaps.

Simplified

Lenses are computed assuming a particular thickness of coverslip. Real coverslips vary, and the best lenses are the fussiest about it — a difference you could not measure by eye is enough to soften the image.

The ring on the barrel that seems to do nothing is the fix. It retunes the lens for the glass actually in front of it. If you have never turned it, it is worth an afternoon: the symptom of having it wrong is just a slightly disappointing image, which looks like everything else.

Choosing before you buy the sample holder

Working distance is a constraint on experiment design, not a feature to optimize after the fact, and it is worth settling first. A 35 mm glass-bottom dish with 0.17 mm glass works with almost anything. A multiwell plate with a 0.5 mm polymer base excludes every high-NA oil objective outright — the focal plane is inside the plastic. An electrophysiology rig with a pipette approaching at an angle needs millimeters of clearance, which puts you in dipping-objective territory and a different NA bracket.

Run the check in that order: what has to fit under the lens, how deep into the specimen you must reach, and only then the highest NA that survives both answers. Reversing the order produces a beautiful objective that cannot see your sample.

Simplified

Decide what has to physically fit under the lens before choosing the lens. A thin-glass dish will accept almost anything. A plastic-bottomed plate rules out the high-power oil lenses completely, because they would be trying to focus inside the plastic.

Work in that order — vessel first, depth second, lens third — and you avoid the classic outcome of owning a superb objective that cannot reach your specimen.

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