Diamond vs moissanite · 4 min read

The loupe test: doubled facet edges in moissanite

Look for doubled facet edges with a 10× loupe: through a crown facet, moissanite's pavilion edges show twice, because it is doubly refractive (birefringence 0.043), and diamond never doubles. Don't look only straight down through the table: along moissanite's optic axis, nothing doubles.

The number you can see

On the property card, moissanite has a line that diamond doesn't: birefringence, 0.043. Moissanite's higher index changes a whole pattern of light. Birefringence does something smaller and more useful: it doubles the edges you see through the stone. It's the most reliable clue you can check with a loupe. GIA's first study of gem moissanite named it as the way to separate the two.

Why the edges double

Moissanite is doubly refractive. Light that enters it splits into two rays. The two rays travel at slightly different speeds and bend by slightly different amounts. Look through the stone at a facet edge on the far side. You see the edge twice, along two slightly different paths: two thin lines where there should be one.

Diamond is singly refractive. Light stays one ray, and every edge you see through a diamond is single, from any direction.

The trap: looking straight down

Moissanite has one direction in which light doesn't split: along its optic axis. Cutters usually set that axis straight up through the table, square to it. So when you look straight down through the table, you see no doubling, and the stone can pass for diamond. (A stone cut off its axis can show some doubling even face-up.)

You have to look another way:

GIA noted that in larger stones, you can sometimes see the doubling without a loupe.

The T73 in diamond and in moissanite, looked at from 45° under the grading lamp, traced at the finest quality; enlarge a crown facet of each to see single pavilion edges in diamond and doubled ones in moissanite.
The T73 in diamond and in moissanite, looked at from 45° under the grading lamp, traced at the finest quality; enlarge a crown facet of each to see single pavilion edges in diamond and doubled ones in moissanite.

Try it yourself

Use the biggest window you have. The doubling is a few pixels wide.

  1. Open 3D Gemstone Simulator with the T73 Round Brilliant in moissanite.
  2. Under View, choose At an angle. Set Turn to Off. Leave Facet mesh off: the mesh draws the true edges on top and hides the effect.
  3. Look through a crown facet near you at the pavilion edges behind it. Look for edges that come in pairs, slightly ghosted.
  4. Switch to Face up. Look through the table. What happened to the doubling?
  5. Switch the gemstone to diamond and repeat steps 2 to 4.

What the simulator shows

At an angle, moissanite's edges seen through the crown come in ghosted pairs. The simulator traces both rays. Its report notes that the effect is strongest through the crown and at an angle. Face-up, through the table, most of the doubling disappears, because you look close to the optic axis. In diamond, every edge stays single at every angle.

Doubling proves that the stone is doubly refractive, so not diamond. It doesn't prove moissanite on its own. Other doubly refractive look-alikes, such as synthetic rutile, double too. That's why you collect more clues.

The other loupe clues

GIA's 1997 study listed what else a loupe or microscope shows in moissanite:

What you don't find in moissanite is just as telling. None of GIA's samples showed the mineral crystals, feathers, strain or cleavage typical of diamond. A diamond, in turn, can show:

Two cautions. First, GIA's samples were early material, and polish improved even during the study. So today's moissanite may have sharper edges. The doubling doesn't go away, because it comes from the material itself. Second, GIA's researchers treated what you see under magnification as an indication. In their view, only very experienced eyes can call it diagnostic. Doubling is the strongest of these clues; the others add weight to it.

Key points

Go further: our double refraction notes explain how the simulator traces both rays.

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