Cut registry › Jewellery cuts › Asscher
Jewellery cuts · Step cut
Asscher Cut Diamond
The square emerald, cut deep.
An asscher is not a square emerald cut. It is a deeper stone with a different job, and the
depth is what produces both the windmill and its one measurable weakness.
- Facets
- 58
- Length : width
- 1.00
- Table
- 60.0%
- Depth
- 50.7%
- Pavilion
- 49.8°
The short version
An asscher cut diamond is a square step cut with cut corners and concentric step facets
descending to a small culet, typically 58 facets.
Its signature is the windmill: four dark blades that appear to spiral into the centre of the
stone, produced by those concentric facets over a deep pavilion.
Definition
What is an Asscher cut diamond?
The asscher was developed by the Asscher brothers of Amsterdam and first cut in 1902, which
makes it the first diamond cut to be patented. It was revived in the early 2000s and is now
firmly associated with Art Deco design, although it predates the movement by two decades.
Its facets run in concentric squares from the girdle down to a small culet. Looking straight
into one, the eye follows those squares inward and reads them as a receding corridor, which the
trade calls the endless hallway. The four dark blades crossing that corridor are the windmill.
The comparison with the emerald cut is a depth story rather than an outline story. An emerald
cut is cut shallow and spreads its weight across the finger. An asscher is cut deep and
concentrates its weight below the table, which is what generates the depth effect and also why
an asscher looks smaller for its carat weight.
Proportions
Asscher diamond proportions, and what to look for
Commonly cited ranges against our measured reference stone. On an asscher, depth
is not a compromise to be minimised. It is where the shape’s whole visual effect comes
from.
Certificates usually describe an asscher as a square emerald cut, since GIA does
not use the trade name. There is no cut-quality grade for either. The branded Royal Asscher, cut
by the same family firm, carries 74 facets and is a different stone from a generic square
emerald cut.
Light
How light behaves in an asscher cut
Measured on the census that runs on every cut on this site: 3,200 rays face-up, 2,200
at 20° tilt, on exact facet geometry, against T57 as the standard.
Our reference asscher returns 69.28% of entering light usefully and leaks 11.33%, for
78.36 Global against the standard’s 88.61. It reaches that on 58
active facets, essentially the same count as the round-brilliant standard’s
57, so almost none of its score is bought with facet count. Among the eleven
twenty-one jewellery cuts we measure it places seventh in diamond, which is a strong
result for a step cut carrying no more facets than the standard.
Its weakness is movement, and it is the one figure on this page a buyer is most likely to have
noticed already. The asscher holds 79.11 of its face-up return at a 20° tilt, against the
round brilliant’s 90.41. Only the very shallow square emerald cut sits lower among
the jewellery cuts we publish.
That is the measured version of a common complaint: an asscher looks superb straight on and
flattens when the hand turns. It is a real property of a deep step cut with concentric
facets, not a fault in any particular stone, and no one else appears to put a number on it.
Variants
Two stones share the certificate name
A grading report describes an asscher as a square emerald cut, and it uses the same
words for a plainer square step cut that is not an asscher at all. The library carries both, so
they can be compared directly.
The asscher is the deeper stone and it returns more light for it. If a report says
square emerald cut, that alone does not tell you which of these two you are looking at. The
windmill will, and the square emerald cut has its own page.
Against the standard
Asscher versus the round brilliant
Light return. 92.28% for the round against 69.28% for the asscher, a Global
gap of 10.25 points.
Sparkle character. 58 facets against 57, so the two score almost
identically on scintillation, 72.44 against 71.82. As with the emerald cut, the
difference in how they look is geometry rather than facet count.
Movement. 79.11 against 90.41. This is the clearest practical difference between
the two stones in daily wear.
Face-up size. An asscher reads smaller for its weight than most shapes, because its
depth carries weight below the table. Buy on millimetres.
Clarity requirement. Higher than a brilliant. The concentric facets are broad and open,
and the eye is drawn down toward the culet where inclusions tend to gather.
Durability. Cut corners, well protected, no special setting required.
The baseline for all of this is the round brilliant itself. Its facet plan is set out in
the anatomy of a round brilliant, and the measured
standard we compare against is T57, the stone Tolkowsky published
in 1919.
Put them side by side →
Materials
Asscher in diamond, moissanite and cubic zirconia
In moissanite the asscher returns 64.47% for 79.11 Global, with fire at 93.68.
A step cut shows moissanite’s double refraction more plainly than a brilliant does,
because there is no scatter in the facet pattern to disguise it.
In cubic zirconia it returns 73.80% for 80.85 Global. Zirconia is soft at Mohs 8.25,
and the asscher’s broad open facets show surface wear sooner than a busy brilliant would.
Compare all three for this shape in the Index.
Trade-offs
What the asscher cut gives, and what it costs
In its favour
- The fourth strongest jewellery cut we measure in diamond, at 78.36 Global.
- Earns that on 58 facets, essentially the same count as a round brilliant, rather than on facet count.
- The windmill and endless hallway are effects no brilliant cut can produce.
- Cut corners, so no protective setting is needed.
- A genuinely documented origin: first cut by the Asscher brothers of Amsterdam in 1902.
Against it
- Among the lowest tilt retention we measure: 79.11 against the round brilliant’s 90.41.
- Needs higher clarity than a brilliant, with VS1 the usual floor.
- Reads smaller than its carat weight, because the depth hides weight below the table.
- Returns 69.28% of entering light against 92.28%.
- No GIA cut grade, and certificates do not even use the trade name.
Questions
Asscher cut diamonds: frequently asked questions
The questions buyers actually ask, answered in full. Where the answer is
ours to prove, the figure is measured on the Index; where it is an
established gemological fact, it is stated as one.
What is an asscher cut diamond?
An asscher cut diamond is a square step cut with cut corners and concentric step facets running down to a small culet, typically carrying 58 facets. It was developed by the Asscher brothers of Amsterdam and first cut in 1902, making it the first patented diamond cut.
What is the windmill effect in an asscher cut?
The four dark blades that appear to spiral toward the centre of the stone when you look straight into it. They are produced by the concentric step facets descending a deep pavilion, and they cross the receding corridor of reflections the trade calls the endless hallway.
What is the difference between an asscher and an emerald cut?
Outline and depth. An emerald cut is rectangular and cut relatively shallow, spreading its weight across the finger so it reads large for its carat. An asscher is square and cut deep, concentrating weight below the table, which is what produces the windmill and the endless hallway and also why it reads smaller for its weight.
What clarity grade do I need for an asscher cut?
Higher than for a brilliant. The broad concentric facets display inclusions plainly, and the shape draws the eye down toward the culet where inclusions tend to concentrate. VS1 is the usual working floor, with VS2 acceptable only on a stone verified eye-clean face-up.
What depth and table percentages should an asscher have?
Commonly cited as 61% to 68% depth and 60% to 68% table. Our reference asscher measures 50.7% depth and 60.0% table. Unlike most shapes, depth here is not something to minimise: it is what creates the shape’s optical signature.
Why does my asscher look flat when I tilt my hand?
Because a deep step cut with concentric facets loses more of its return under tilt than a brilliant does. We measure our reference asscher holding 79.11 of its face-up return at a 20° tilt against 90.41 for a round brilliant, among the lowest figures we publish. It is a property of the design rather than a defect in your stone.
Does GIA give asscher cuts a cut grade?
No. GIA issues cut grades for round brilliants only, and it does not use the trade name either: an asscher will normally be described on a report as a square emerald cut.
How many facets does an asscher cut have?
Fifty-eight is standard. The branded Royal Asscher, cut by the same family firm, carries 74. Our reference asscher measures 58 facets that actually reach the surface.
Are asscher cuts cheaper than round diamonds?
Per carat, generally yes. As with the emerald cut, part of that saving goes back into the higher clarity grade the shape needs.
Do asscher cuts look smaller than their carat weight?
Often, yes. An asscher carries a greater share of its weight below the table than most shapes, so two stones of equal weight can differ noticeably in face-up size. Compare millimetres rather than carats.
Method
Ray census
Monte-Carlo on exact facet geometry: 3,200 rays face-up plus 2,200 at
20° tilt, cosine-weighted from a 7° near-vertical cone. Useful light is what exits through
the crown within 64° of vertical. The same protocol runs on every cut on this site, so the
figures are comparable to each other.
What the figures describe
They measure our reference geometry for the shape
at the proportions listed above, not an average of stones on the market. A asscher
cut to different proportions will read differently. Treat them as a like-for-like comparison
between shapes, not as a grade for any individual stone.
Read with care
Engine estimates, ±2 points, not lab-certified grades. We do
not publish the Index symmetry axis on these pages: it scores facet regularity within each
pavilion family, which is meaningful for a round brilliant and misleading for a shape whose
pavilion is deliberately irregular.
Scintillation
72.44 here against the standard’s 71.82.
The term is 100(1−e−n/45) on the count of facets
that actually reach the surface, so it is a pure function of facet count and nothing else.