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Jewellery cuts · Step cut
Emerald Cut Diamond
The step cut everyone knows.
An emerald cut is not a brilliant that fails to sparkle. It is a different instrument, and
we can put a number on exactly how different.
- Facets
- 57
- Length : width
- 1.50
- Table
- 55.0%
- Depth
- 68.6%
- Pavilion
- 41.3°
The short version
An emerald cut diamond is a rectangular step cut with cut corners and long parallel facets
running around the stone, typically 57 to 58 facets.
Its facets are arranged in flat steps rather than the triangles and kites of a brilliant, which
is why it produces broad slow flashes instead of fine sparkle.
Definition
What is an Emerald cut diamond?
A step cut works nothing like a brilliant. Where a brilliant breaks incoming light into many
small returns, a step cut reflects it in long, flat planes, so the stone shows large blocks of
light and dark that slide across each other as it moves. The trade calls this the hall of
mirrors, and it is the entire point of the cut.
The shape comes from lapidary practice on emeralds, where the step cut reduced stress on a
brittle stone and showed its colour cleanly. It was adopted for diamond in the 1920s and became
the defining Art Deco shape.
That open architecture has one direct consequence, and GIA states it plainly: the long
rectangular facets make inclusions far easier to see than brilliant faceting does. An emerald
cut is a window into the stone. That is its appeal and its exposure at once.
Proportions
Emerald diamond proportions, and what to look for
Commonly cited ranges against our measured reference stone. On an emerald, the
numbers that decide whether you are happy are clarity and ratio, in that order.
GIA issues no cut-quality grade for emerald cuts. The report you should read
closely is the clarity grade, and better still, the plotted diagram: on a step cut, position
matters as much as grade, because an inclusion under the table has nowhere to hide.
Light
How light behaves in an emerald 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.
Here is the number that matters most on this page. Our reference emerald carries 57
active facets. The round-brilliant standard carries 57. They are effectively the
same count, and the emerald scores 71.82 on scintillation against the standard’s
71.82, which is to say the same figure.
So an emerald cut does not sparkle less because it has fewer facets. It sparkles differently
because those facets are arranged in flat steps rather than in triangles, and flat steps return
light in large blocks rather than small points. If your emerald cut looks calm, that is the
design working, not the cutting failing.
What it does give up is light return. Our reference emerald sends 55.35% of entering light
back usefully against the standard’s 92.28%, and leaks 25.50%. Its Global score
is 70.48 against 88.61. A step cut is not built to maximise return, and it does
not.
Where the light is: useful return along the length
37.6%
End
37.8%
79.6%
Centre
38.2%
37.5%
End
Five equal bands from one end to the other, each returning ray binned by where it leaves
the crown. Our reference emerald returns 79.6% across the centre against 37.6% at the
ends, a spread of 42.1 points. That is the widest spread of any cut we measure here, and
it is the measured version of a familiar complaint: the ends of a long emerald cut go quiet
while the middle stays alive.
Against the standard
Emerald versus the round brilliant
Light return. 92.28% for the round against 55.35% for the emerald, for a
Global gap of 18.13 points. This is the largest gap of any brilliant-versus-step-cut
comparison on the site, and it is structural rather than a matter of finish.
Sparkle character. Identical facet counts, 57 against 57, and
therefore identical scintillation scores. The difference in how they look is entirely a
difference in facet geometry. That is a useful thing to be able to demonstrate rather than
assert.
Fire. 87.11 against the standard’s 78.85. When an emerald cut does throw
colour, it throws it in wide flashes rather than pinpoints.
Face-up size. An emerald cut spreads its weight over a longer, shallower outline than a
round, so it usually reads larger for the carat.
Clarity requirement. The one place an emerald costs more rather than less. VS1 is the
usual working floor, and VS2 only on a stone verified eye-clean face-up.
Durability. The cut corners are well protected. An emerald cut needs no special setting.
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
Emerald in diamond, moissanite and cubic zirconia
In moissanite the emerald returns 50.84% for 70.25 Global, with fire at 94.53
against 87.11 in diamond. Moissanite is doubly refractive, and a step cut’s long clean
facets are the easiest place in jewellery to see that doubling, because there is no scatter to
hide it.
In cubic zirconia it returns 58.87% for 72.45 Global. Zirconia’s lower
refractive index suits this geometry better than diamond’s does, though it gives up
hardness to get there.
Compare all three for this shape in the Index.
Trade-offs
What the emerald cut gives, and what it costs
In its favour
- A distinct optical character, the hall of mirrors, that no brilliant can produce.
- Cut corners, so no protective setting is needed.
- Spreads its weight over a large face-up outline, so it reads big for the carat.
- Costs less per carat than a comparable round.
- Its calmness is by design: 57 facets against a round brilliant’s 57, so the difference is geometry, not a shortfall.
Against it
- Returns 55.35% of entering light against 92.28%, the largest shortfall of the step cuts here.
- Needs higher clarity than a brilliant. VS1 is the usual floor.
- Shows body colour readily through its open facets.
- Light falls away sharply toward the ends: 37.6% against 79.6% in the centre.
- No GIA cut grade, and no facet-style shorthand to fall back on.
Questions
Emerald 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 emerald cut diamond?
An emerald cut diamond is a rectangular step cut with cut corners and long parallel facets arranged in flat steps around the stone, typically carrying 57 to 58 facets. The style comes from lapidary practice on emeralds and was adopted for diamond in the 1920s.
Why do emerald cuts sparkle less than round diamonds?
Not because they have fewer facets. Our reference emerald measures 57 facets against the round-brilliant standard’s 57, and scores 71.82 on scintillation against 71.82, effectively the same. The difference is that step facets are flat planes rather than triangles and kites, so they return light in large blocks instead of small points. A calm emerald cut is the design working as intended.
What clarity grade do I need for an emerald cut?
Higher than for a brilliant of the same size. GIA notes that the long rectangular facets characteristic of emerald cuts make inclusions considerably easier to see. VS1 is the usual working floor, with VS2 acceptable only where a specific stone has been verified eye-clean face-up. Read the plotted diagram as well as the grade, because position matters as much as size.
What is the best length-to-width ratio for an emerald cut?
The commonly cited range is 1.30 to 1.50, with around 1.35 the most popular and 1.50 the classic Art Deco proportion. It is an aesthetic decision. Our reference emerald sits at 1.50.
What depth and table percentages should an emerald cut have?
Commonly cited as 61% to 68% depth and 60% to 70% table. Our reference emerald measures 68.6% depth and 55.0% table. An emerald cut is shallower than a brilliant by design, which is part of why it reads large for its weight.
What is the hall of mirrors effect?
The broad flashes of light and dark that sweep across an emerald cut’s parallel step facets as the stone moves. Because the facets are long flat planes arranged in tiers, they reflect large areas at once rather than breaking light into points, so the stone reads as a corridor of receding mirrors.
Does GIA give emerald cuts a cut-quality grade?
No. GIA issues cut grades for round brilliants only, so an emerald report carries symmetry and polish but no assessment of light performance.
Are emerald cuts cheaper than round diamonds?
Per carat, generally yes, because the shape retains more rough. The saving is partly offset by the higher clarity grade an emerald cut usually needs, so the total cost of a good one is closer to a round than the per-carat figure suggests.
Do emerald cuts look bigger than rounds of the same carat?
Usually. An emerald cut is shallower than a brilliant and spreads its weight across a longer outline, so more of the stone faces up. Compare face-up millimetres rather than carat weight.
What is the difference between an emerald cut and an asscher cut?
An emerald is rectangular and cut relatively shallow, spreading its weight across the finger. An asscher is square and cut deep, concentrating weight below the table to produce its windmill pattern and the sense of depth the trade calls the endless hallway. Both are step cuts with cut corners.
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 emerald
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
71.82 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.