Focalyard
A chrome collimating eyepiece standing upright on a worn wooden workbench in daylight, an L-shaped hex key and a folded cotton cloth beside it, with a white reflector telescope tube in the soft background

How to Collimate a Reflector With a Cheshire Eyepiece

Two mirrors decide whether a reflector shows sharp stars. Set them out of line and every planet at 200x grows a soft edge, and the fix is three screws on the secondary plus six on the primary. A 1.25 in Cheshire collimating eyepiece and one hex key cover the steps below in about ten minutes.

Our worked examples use a 203 mm (8 in) f/6 Dobsonian with a 1,200 mm focal length. Its useful range runs from 29x to 406x, and the second of those numbers is where a misaligned mirror starts to cost you detail.

Collimation cardS20
Tool
1.25 in Cheshire optical collimating eyepiece
Secondary screws
3, spaced 120 degrees
Primary screws
3 per side, 6 in all
Reference scope
203 mm f/6, 1,200 mm
Working light
Daylight, tube level
Judgement
Big circle and dark centre on the crosshair

Math: tilt = pitch / radius; power = focal length / eyepiece focal length. Reference: 203 mm aperture, 1,200 mm focal length, 25, 10 and 6 mm eyepieces at 52 degrees. Listings read 2026-11-02.

What collimation fixes

Collimation lines up two optical axes: the axis of the primary mirror and the axis of the secondary have to meet at the focuser. When they do, the light from one mirror lands where the light from the other lands.

What you get back is the shape of a star. A tilted secondary tilts the beam, and the result is coma: a bright core with a tail, or a ring of light at the edge of the field.

The same error spreads the other axis, and that shows as astigmatism: a star is sharp along one direction and soft across the other.

At 48x the coma and the astigmatism do not show. At 25 mm the reference scope gives 1,200 / 25 = 48x and a true field of 52 / 48 = 1.08 degrees. A star looks like a point. Swap to the 10 mm at 120x with a 0.43 degree field and the tails show. At 200x the edge of a disc goes soft.

What collimation does not fix matters just as much. Aperture stays aperture. Seeing, sky brightness and focus belong to the night and to the eyepiece. A sagging cell and a focuser with play survive a perfect collimation.

Redo the job when the tube has been moved, bumped or opened. A machine that never moves does not need a schedule.

A 150 mm (6 in) tube needs the same routine; the 6-inch page covers what it shows.

The three circles in the Cheshire view

A Cheshire eyepiece shows the alignment as three circles. Name them before you touch a screw.

The biggest one is the whole primary mirror, reflected in the secondary; the spider vanes cross it. The faint ring inside is the primary's second image: light that leaves the primary, hits the secondary, comes back to the primary, and off again. The small dark circle at the centre is the secondary's shadow, the little secondary silhouetted against the primary's view.

The faint ring belongs to the primary as well, so it travels with the dark centre, not a step of its own. Two readings do the work: the secondary's screws bring the big circle onto the crosshair, and the primary's screws bring the dark centre onto it.

The judgement is one sentence: the big circle centred on the crosshair, the dark centre on it, and the faint ring between them. Anything off the crosshair means the job is not finished.

The tool itself is simple: a 45 degree plate with a fine crosshair, a peephole in the top, and a barrel that fits a 1.25 in focuser. No batteries, and the plate reflects daylight, so the job runs in daylight.

Point the tube at a bright, even surface. A white wall is easier than the sky, because a bare tube sees the wall twice: directly, and again in the plate.

Each circle is a different bounce, and that is why the big circle moves when you tip the secondary.

Light path in a Newtonian reflector: primary mirror, secondary mirror, focuser, Cheshire eyepiece, with the three reflections numberedLight path and the three reflections1 · Primary mirror2 · Secondary mirrorFocuserCheshire3 · Cheshire plate Light path in a Newtonian reflector: primary mirror, secondary mirror, focuser, Cheshire eyepiece, with the three reflections numberedLight path1 · Primary2 · Secondary3 · Cheshire plateCheshire in the focuserThe secondary sits at 45 degrees
Fig. 01 Where the circles come from. The primary sends the light to the secondary and back, so the eyepiece shows the primary twice: once large, once faint, and the secondary's shadow in the middle.
Anatomy of the Cheshire view: the primary mirror's image as the big circle, the primary's second image as the faint ring inside it, and the secondary's shadow as the small dark circle at the centreThe Cheshire view, read from the outside inBig circle: the primary's imageFaint ring: the primary againDark centre: the secondary's shadowAll three share one centre, on the crosshair Anatomy of the Cheshire view: the primary mirror's image as the big circle, the primary's second image as the faint ring inside it, and the secondary's shadow as the small dark circle at the centreThe Cheshire viewBig circle: the primary's imageFaint ring: the primary againDark centre: the secondary's shadow
Fig. 02 Three circles and a crosshair. Big circle: the primary mirror's image. Faint ring: the primary's second image. Dark centre: the secondary's shadow.

Step 1: centre the secondary mirror

Set the tube up first. Daylight, a white wall or an open bright area, and the tube lying level. Then check it: push the tube sideways and let go. If it rocks, the collimation will not hold, so fix the wobble before you turn a screw.

Take the 90 degree diagonal out and look down the focuser. The secondary should sit centred in there: if its shadow is off to one side, loosen the three screws on its holder and slide it until it does.

Then put the Cheshire straight into the focuser. The diagonal sends the light sideways and adds a surface to the path. The Cheshire wants the light to come straight back.

Now the secondary. Most Newtonians carry three collimation screws on its holder, 120 degrees apart. Their job in the eyepiece is the tilt.

What they move is the primary's image, the big circle. Loosen one and tighten the next a fraction of a turn at a time, and it swings across the field. Centre it on the crosshair and the secondary points at the focuser.

This is where a first attempt usually goes wrong. The primary's screws cannot swing the big circle, so if you chase it with the mirror cell, the two never agree.

A 2 in focuser needs an adapter, and the adapter sits on the focuser side. The Cheshire stays 1.25 in, because that is the barrel that carries the plate and the crosshair. The eyepiece page keeps the two thread sizes in one place.

Secondary mirror holder with three collimation screws 120 degrees apart, and the primary's image before and after the secondary is tilted onto the crosshairSecondary mirror: three screws, 120 degrees apartBefore: the primary's image is off123After: the image sits on the crosshair Secondary mirror holder with three collimation screws 120 degrees apart, and the primary's image before and after the secondary is tilted onto the crosshairSecondary screws1, 2 and 3 are 120 degreesapart around the holderThen the primary's image has to siton the crosshair
Fig. 03 Three screws, one job in the eyepiece. They swing the primary's image across the field; centre the big circle and the secondary points at the focuser.

Step 2: collimate the primary mirror

With the primary's image centred, the mirror cell takes over. Most Newtonians carry three collimation screws per side of the primary cell, six in all. Count them on your own tube, because the number differs between models.

The target is the dark centre. The secondary's shadow has to sit on the crosshair, in the middle of the big circle. When the shadow and the big circle share the crosshair, the beam is lined up.

The work is slow on purpose. Turn one screw, then look. A quarter turn is too much; an eighth of a turn is a good step. You should be able to watch the shadow move towards the crosshair as you go.

Check the screws before you start. If one is bottomed out, it can only push. If one has play in its hole, it pushes the cell one way and the cell springs back. Either way the other screws have to undo the same movement, and the last adjustment never settles.

The faint ring moves with the shadow. If the shadow is centred but the faint ring sits off to one side, the primary screws still have work to do.

Primary mirror cell with three collimation screws per side, six in all, and the target state with the secondary's shadow centred on the crosshairPrimary cell: three screws a side, six in all3 screws a side, on the cellTarget: all three on one centre Primary mirror cell with three collimation screws per side, six in all, and the target state with the secondary's shadow centred on the crosshairPrimary cell screws3 a side, 6 in allTarget: all three, one centre
Fig. 04 Six screws, one shadow. Move the secondary's shadow onto the crosshair, one screw at a time, until it sits in the middle of the big circle.

Step 3: how far one turn of a screw moves the beam

You do not have to count turns. The geometry gives the angle. The tilt of the beam is roughly the thread pitch divided by the distance from the screw to the optical axis: tilt = p / r, in radians.

Take a 1/4-20 screw, the thread many Dobs use. Its pitch is 25.4 / 20 = 1.27 mm per turn. Put the screw 25 mm from the axis and 1.27 / 25 = 0.051 rad, which is about 2.9 degrees for one full turn. An eighth of a turn is about 0.36 degrees.

That is why the last part of the job takes patience. 0.36 degrees is a small move on screen, and your eye has to find it.

Two measurements give you the numbers. Take one screw out, measure five turns of the thread, and divide by five for the pitch. Then measure from the inside wall of the tube to the centre of the screw for r. The thread depends on the model, so check the maker's parts list instead of assuming 1/4-20.

One habit saves trouble. Back each screw off half a turn before you start, then bring it back gently. A screw's tightness is part of what holds the mirror in place, so changing it changes the axis you are trying to line up.

Screw geometry: thread pitch p of 1.27 mm per turn, radius r of 25 mm to the optical axis, and the resulting tilt of 2.9 degrees per turnOne turn of a screw, in degreesAngle exaggerated, not to scaleoptical axis2.9 degrees per turn0.36 degrees for an eighth of a turnr = 25 mmp = 1.27 mm / turn1.27 / 25 = 0.051 rad = 2.9 degrees Screw geometry: thread pitch p of 1.27 mm per turn, radius r of 25 mm to the optical axis, and the resulting tilt of 2.9 degrees per turnOne turn of a screwnot to scaleoptical axis2.9°p = 1.27 mmr = 25 mm1.27 / 25 = 0.051 rad2.9 degrees per turn0.36 for an eighth
Fig. 05 What one turn is worth. Pitch divided by the radius to the axis gives the tilt: 1.27 / 25 = 0.051 rad, about 2.9 degrees.

Symptom lookup: what you see and what it means

Seven symptoms cover most of what turns up in the eyepiece. Each row gives the turn to make and the reading that follows it.

Symptom lookup for a misaligned reflector
What you seeWhat it meansWhere to turnThe test
Secondary shadow off centre in the focuserThe secondary is not centredStep 1, centringShadow centred in the focuser
Big circle off the crosshairThe secondary is tiltedStep 1, tiltBig circle centred
Big circle centred, shadow offThe primary is offStep 2, primary screwsShadow on the crosshair
Shadow centred, big circle offThe secondary moved afterwardsStep 1, tilt againBig circle centred
One screw moves the others tooA screw is tight or looseStep 2, free the screws firstEach screw moves alone
Circles centred, stars still fringedResidual error or a moving tubeCheck for play, then repeatRound stars at 120x
Only one circle in the viewSecondary off axis, or light leaksStep 1, then the tubeThree circles in the view
Table 1 Symptom lookup. Read the symptom, turn the named screws, then use the test in the last column.

The tools each step needs

Here is the same job as a table. Each row is one action: the tool it uses, where the tool goes, and the reading that ends the step.

Our assumptions first, so every number in the table can be checked: a 203 mm (8 in) f/6 Dobsonian with a 1,200 mm focal length, a 52 degree apparent field on the eyepiece rows, and daylight work with the tube level and the tube left in place.

Step by tool table for collimating a Newtonian reflector
StepWhat to doToolWhere it goesWhich screwsThe test
1 Set upLevel the tubeHex keyThe tubeNoneIt does not rock
2 Centre the secondarySlide it into the focuserNoneFocuserSecondary, 3 at a timeShadow centred
3 Fit the eyepieceTake the diagonal outCheshire, 1.25 inStraight into the focuserNoneThe crosshair shows
4 Tilt the secondaryBig circle to the crosshairCheshireFocuserSecondary, 2 at a timeBig circle centred
5 Align the primaryDark centre to the crosshairCheshire and hex keyFocuserPrimary, 3 per sideShadow on the crosshair
6 Recheck and lockLook again, tightenCheshireFocuserAll of themCircles still concentric
7 Verify on the skyCheck stars at 48x and 120x25 mm and 10 mmFocuserNoneRound stars at 120x
Table 2 Step by tool. Every row ends with a reading you can check in the eyepiece, so you know when to move on.

The eyepiece does the measuring and you do the turning. A 1.25 in barrel drops into a standard focuser, and the 45 degree plate puts the crosshair and the reflection in the same view, so you never have to swap a piece to check the circles.

Secondary mirror knobs: match the thread, not the brand

The secondary's three screws take a hex key, and a hex key next to the eyepiece is awkward. A knob set replaces the screw heads with hand-turned knobs, so you can centre and tilt the secondary with your fingertips.

The rule is to buy by model, not by size. Two numbers have to match: the thread of the secondary's screws, and the diameter of the seat they screw into. A knob with the right thread and the wrong head will not fit. A knob with the right head and the wrong thread will not bite.

Measure before you order. Put a calliper across the screw heads and write the diameter down. Take the thread from the maker's parts list for your scope. Then read the listing for the set and check that both numbers appear.

The knob sets in these listings are cut for one named model each. The set below is cut for the Astro-Tech AT12RC secondary, and the listing names the model rather than a thread size or a knob diameter.

Dry fit the set before the first collimation. The knobs should turn by hand, and the secondary should still move a little when you nudge them. If a knob will not turn, back it off one notch and try again, because a knob that binds pushes the mirror off centre.

How to tell it is done

Collimating changes the axis, not the focus. Refocus before you judge the result, or you will blame the collimation for a focus problem.

Three eyepieces cover the check, and the numbers come from the same 1,200 mm reference scope.

Three eyepieces for the check: 25 mm at 48x with a 1.08 degree true field and a 4.2 mm exit pupil, 10 mm at 120x with 0.43 degrees and 1.7 mm, 6 mm at 200x with 0.26 degrees and 1.0 mmThe three-eyepiece check, circles drawn to the true field25 mm · 48xTrue field 1.08°Exit pupil 4.2 mm10 mm · 120xTrue field 0.43°Exit pupil 1.7 mm6 mm · 200xTrue field 0.26°Exit pupil 1.0 mm Three eyepieces for the check: 25 mm at 48x with a 1.08 degree true field and a 4.2 mm exit pupil, 10 mm at 120x with 0.43 degrees and 1.7 mm, 6 mm at 200x with 0.26 degrees and 1.0 mmThe three-eyepiece check25 mm · 48xTrue field 1.08°Exit pupil 4.2 mm10 mm · 120xTrue field 0.43°Exit pupil 1.7 mm6 mm · 200xTrue field 0.26°Exit pupil 1.0 mm
Fig. 06 The three-eyepiece check. The circles are drawn to the true field: 1.08, 0.43 and 0.26 degrees.

At 25 mm: 1,200 / 25 = 48x, a true field of 52 / 48 = 1.08 degrees, and an exit pupil of 203 / 48 = 4.2 mm. At that power the test is steadiness. The field edge should sit still when you nudge the tube, and a star should stay a point.

At 10 mm: 120x, 52 / 120 = 0.43 degrees, and 203 / 120 = 1.7 mm. This is the real test. A star should be round, with no fringe on either side, and it should not change shape as you move it across the field.

At 6 mm: 200x, 0.26 degrees, and 203 / 200 = 1.0 mm. Use this on a steady night only. The aperture is finished at 406x, which is 2 x 203, and above that the extra power only makes the image bigger.

One limit is worth knowing. A 1.25 in eyepiece stops the field at its 27 mm stop: 27 / 1,200 x 57.2958 = 1.29 degrees. The 25 mm shows 1.08 degrees, so nothing clips.

Which body fits your tube

Two bodies come for the same 1.25 in barrel. The short one is 6 in long and 1.3 in wide, and it clears a fast Newtonian tube where the focuser sits close to the primary. The long one is 6 in long and 1.4 in wide, and its reach suits a focuser set further back.

Neither reads the circles differently: both carry a 45 degree plate and a crosshair, so the view looks the same in either body. A printed plate reads them as well: 45 degrees, a fine crosshair, and a hole through the top for the light.

Common Questions

What does collimating a telescope actually do?

It lines up the optical axis of the primary mirror with that of the secondary, so the light from both lands in the same place. At 48x the difference is invisible, at 120x it is obvious, at 200x a disc and a smear.

How often does a telescope need collimating?

After the tube moves, gets bumped, or comes apart. A machine that stays in one place does not need a schedule. A long road trip is enough to shift a set of mirrors out of line.

Do new telescopes need collimating before first light?

Look through it first. A new Dobsonian usually arrives with its mirrors set, and a check costs ten minutes. If the circles do not line up, the cell shifted.

Is collimating hard?

The secondary is the hard part, because centring it and tilting it pull against each other. The primary is easier: six screws and one shadow to aim.

Which collimating tool does a Newtonian need?

One 1.25 in Cheshire collimating eyepiece covers every step above. The barrel has to match your focuser, and the plate keeps the crosshair and the reflection in one view.

Read next

Sources

  1. Formulas: magnification = focal length / eyepiece focal length; true field = apparent field / magnification; exit pupil = aperture / magnification; maximum useful power = 2 x aperture in mm; minimum useful power = aperture / 7; field stop = stop / focal length x 57.2958. Method: How we research.
  2. Reference scope 203 mm and 1,200 mm, and the 25, 10 and 6 mm rows at 52 degrees, from the eyepiece calculator.
  3. 27 mm field stop in a 1.25 in barrel, as used on the eyepiece page.
  4. Listings read 2026-11-02: Astromania short version (1.25 in barrel, 45 degree plate, aluminium crosshair, 6 x 1.3 x 1.3 in); long version (6 x 1.4 x 1.4 in, 1 item); Bobs Knobs AT12RC (model named, no dimensions published). The short body says to cap the tube, remove the diagonal and fit the eyepiece into the focuser.
  5. Collimation method: Celestron's Newtonian collimation guide: the primary's image is the big circle, the secondary's shadow the dark centre; read 2026-11-02.
  6. Screw tilt: our own count, not a printed rule. Tilt = pitch / radius: 1/4-20 gives 25.4 / 20 = 1.27 mm per turn, and 1.27 / 25 = 0.051 rad, 2.9 degrees.

How we check numbers: How we research.