Rendered in our 3D Gemstone Simulator from the T57 Round Brilliant model, 1.00 ct, studio light.
T57 Round Brilliant Ruby
Count the T57's facets and you get the 1919 round brilliant exactly: a table, 8 stars, 8 bezels and 16 upper halves above, 8 mains and 16 lower halves below. In our model the pavilion mains sit at 40.75° and the stone measures 59.2% from table to culet.
In ruby it matches the T73 on light, 94 each, and nearly matches it on leakage, 6% against 5%. It has fewer facets, so less sparkle, and against the same cut in diamond the usual corundum costs apply.
For a cutter, it is the simplest full brilliant to put on a ruby: no girdle facets to index, and a knife edge that needs care on the lap.
Is the T57 a good cut for a ruby? Pros and cons
Pros
None by our margins: Brilliance is level with the T73 at 94.
Compared with the T73 Round Brilliant in ruby and with the T57 Round Brilliant in diamond.
A difference counts from 3 points (Brilliance, Fire, Tilt, Leakage), 5 (Scintillation,
Symmetry), 2 (Spread) or 5% (weight); Tilt counts as a pro only for a stone within
5 points of the brilliance it is compared with. How we measure.
All eight scores against the T73
At a glance: the T57 Round Brilliant in ruby (white) against the T73 Round Brilliant in ruby (dashed): solid white where
it reaches further, hatched where it falls short. Each pro and con is explained, with pictures, below.
Against the T73 Round Brilliant in ruby: ahead on 2, level on 2, behind on 4.
Global78, the comparison 79, difference −1
Brilliance94, the comparison 94, difference 0
Fire39, the comparison 37, difference +2
Scintillation72, the comparison 80, difference −8
Spread101, the comparison 100, difference +1
Symmetry100, the comparison 100, difference 0
Shape-norm101, the comparison 102, difference −1
Tilt74, the comparison 75, difference −1
Face-up light census, a different measure from the Cut Grading Tool; Spread and Shape-norm above 100 sit on the ring.
Neither the T73 in ruby nor the diamond T57 is beaten on any score by our margins. Brilliance is identical to the T73's, 94, and fire is two points higher, 39 against 37, too small to count. Its case is historical: the plan every modern ruby round grew from, kept for teaching, comparison and period work.
Where the T57 falls short in ruby
Far less fire than the diamond T57
Fire 39 against 79 for the T57 Round Brilliant in diamond: 40 points lower
The 1919 crown that throws 79 for fire in diamond manages 39 in ruby. Ruby's spectral spread is weak, so few coloured flashes reach the eye even from a well-proportioned crown.
T57 Round Brilliant in ruby · Fire 39
T57 Round Brilliant in diamond · Fire 79
Look at the coloured flashes: those are fire. Same light, same size, same face-up angle; rendered by our 3D Gemstone Simulator from each cut's own model.
What helps: No 1919 refinement lifts a ruby's fire much; the elongated Oval Cut Ruby nearly doubles the T57's, at 74.
Tilt 74 against 90 for the T57 Round Brilliant in diamond: 16 points lower
Tilt 74 in ruby, 90 in diamond. The proportions were set for diamond's optics; in a stone with a 34.6° critical angle, tipping lets more of the light out.
T57 Round Brilliant in ruby · Tilt 74
0° · 1% leak
10° · 11% leak
20° · 30% leak
30° · 30% leak
T57 Round Brilliant in diamond · Tilt 90
0° · 4% leak
10° · 2% leak
20° · 10% leak
30° · 16% leak
Tilt is how much of its own face-up light a stone keeps when tilted. Each frame is the Light Return map with the stone tilted away from you by the angle shown; grey is light leaving through the pavilion. The share under each frame is that picture's own.
What helps: For a round that holds its light at an angle, DG-Miliano Ruby scores 83 in ruby, against this cut's 74.
Scintillation follows the number of facets: more facets, more and smaller flashes as the stone moves. Count the facets in each crown. Drawn from each cut's own model.
The T57 suits teaching, comparison and period work in ruby, and anyone who wants the round brilliant in its original form. Its light is a match for the T73's.