Cut registry › Jewellery cuts › Octagon
Jewellery cuts · Step cut
Octagon Cut Diamond
Eight equal sides.
An octagon is what you get when a square step cut stops having corners to worry about. It
is the most robust step cut we measure, and the steadiest as the hand moves.
- Facets
- 49
- Length : width
- 1.00
- Table
- 60.0%
- Depth
- 61.0%
- Pavilion
- 50.2°
The short version
An octagon cut diamond is a step cut with eight equal sides and facets arranged in flat parallel
tiers, giving a regular octagonal outline.
It is the step-cut family’s answer to the durability problem: with eight shallow corners
instead of four sharp ones, there is no single vulnerable point.
Definition
What is an Octagon cut diamond?
The octagon sits between the carré and the round in outline. Take a square step cut, cut
all four corners deeply enough, and you arrive at a regular octagon. An asscher is the halfway
house, with corners cut but the square still dominant.
Its facets run in tiers parallel to each of the eight sides, so the reflection pattern is
denser and more even than a four-sided step cut can manage. What you lose is the long, sweeping
hall-of-mirrors flash that an emerald cut gives, because no single facet is very long.
It is uncommon in diamond and more familiar in coloured stones, where the even outline suits a
bezel and the tiers show body colour well.
Proportions
Octagon diamond proportions, and what to look for
Trade description on the left, our measured reference stone on the right. There
is no standardised proportion set for an octagon cut.
No laboratory issues a cut grade for an octagon, and reports normally describe it
as an octagonal step cut. It is one of the few shapes here with no meaningful durability caveat.
Light
How light behaves in an octagon 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.
The octagon returns 71.24% of entering light usefully for 79.91 Global against the
standard’s 88.61, and leaks 17.59%.
Its standout figure is tilt. It holds 97.00 of its face-up return at a 20° tilt,
against the round brilliant standard’s 90.41 and against the asscher’s much
weaker figure. Among the step cuts we measure it is the steadiest by a clear margin, which is
the practical opposite of the complaint asscher owners make.
It carries 49 active facets for 66.34 on scintillation, below the standard’s
71.82, with fire at 76.47. Fewer, more even returns rather than a dense flash pattern.
Where the light is: useful return across the face
65.6%
Edge
66.1%
68.7%
Centre
66.3%
65.5%
Edge
Five equal bands across the stone. The octagon returns 68.7% at the centre against
65.6% at the edges, against the round-brilliant control’s 99.1% and
98.1%. An eight-sided outline distributes light more evenly than a four-sided one, which
is most of the reason it holds up as the stone moves.
Against the standard
Octagon versus the round brilliant
Light return. 71.24% against the standard’s 92.28%, for a Global gap of
8.69 points.
Movement. 97.00 against 90.41, and the octagon wins. It is one of very few cuts
on this site that holds its return under tilt better than a round brilliant does.
Sparkle. 66.34 against 71.82, on 49 facets against 57.
Fewer flashes, and broader ones.
Durability. Eight shallow corners rather than four sharp ones, so no protective setting is
required. This is the octagon’s clearest practical advantage over a carré or a
princess.
Availability. Uncommon in diamond. Easier to find, and more at home, in coloured stones.
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
Octagon in diamond, moissanite and cubic zirconia
In moissanite the octagon returns 66.97% for 82.17 Global with fire at 93.96.
In cubic zirconia it returns 75.84% for 82.26 Global.
The shape is most often seen in coloured gems, where the even tiers read against a body colour.
Turn one in the Index.
Trade-offs
What the octagon cut gives, and what it costs
In its favour
- Tilt retention of 97.00, above the round brilliant standard’s 90.41.
- Eight shallow corners, so no protective setting is needed.
- Evenly distributed light across the face.
- A distinctive outline that bezels particularly well.
- Less expensive per carat than a comparable round.
Against it
- Returns 71.24% of entering light against the standard’s 92.28%.
- Scintillation of 66.34 against 71.82: fewer, broader flashes.
- No long facets, so it does not give the emerald cut’s hall-of-mirrors sweep.
- Uncommon in diamond, so choice is limited.
- Needs higher clarity than a brilliant, as every step cut does.
Questions
Octagon 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 octagon cut diamond?
An octagon cut diamond is a step cut with eight equal sides and facets arranged in flat parallel tiers around each side. It is what a square step cut becomes when all four corners are cut deeply enough, and it has no single vulnerable point.
What is the difference between an octagon cut and an asscher?
How far the corners are cut. An asscher is a square step cut with its corners cut off but the square still dominant. An octagon takes that further, to eight equal sides. The octagon is the more robust of the two and, on our census, holds its light far better under tilt: 97.00 against the asscher’s much lower figure.
Are octagon cut diamonds durable?
Yes, and they are the most robust step cut we measure. Eight shallow corners spread the stress that four sharp ones would concentrate, so an octagon needs no protective setting, unlike a carré or a princess.
How does an octagon cut perform against a round brilliant?
It returns 71.24% of entering light against the standard’s 92.28%, for 79.91 Global against 88.61. It beats the standard on one term that matters in wear: it holds 97.00 of its return at a 20 degree tilt against the round brilliant’s 90.41.
Does an octagon cut sparkle?
Less than a brilliant and less than most step cuts here: 66.34 on scintillation against the standard’s 71.82, on 49 measured facets. It produces fewer and broader returns, distributed very evenly across the face.
Does GIA give octagon cuts a cut grade?
No. GIA issues cut grades for round brilliants only, and an octagon will normally be described on a report as an octagonal step cut.
Where would I see an octagon cut?
More often in coloured stones than in diamond. The even outline suits a bezel setting and the tiers show body colour well, so it is a favourite in aquamarine, tourmaline and similar material. In diamond it is uncommon.
What clarity does an octagon cut need?
Higher than a brilliant would. Step facets are open planes with nothing to break up the view into the stone, so inclusions show more readily than in a brilliant of the same size.
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 octagon
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
66.34 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.