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Ch. 8: Gem Cutting

Ch. 8: Gem Cutting Page of 187 Ch. 8: Gem Cutting Text size:minus plus Restore normal size   Mail page  Print this page
which may be also increased to 64 or 72 or even 80 facets. All these facets have been given definite names. The 58 facets are known as below:
The cutting of diamond in order to exhibit its optical properties to the best advantage has been evolved upon long and practical experience. The following relations are maintained in the cutting: Thickness TC from the table to culet is 60% of the spread GG at the girdle. TO may vary between 1/3 to slightly less than half of OC. Width of the table NM may vary from 40-60% of the spread.
The angles made by the main upper facets with the plane through the girdle will be from 35-37°, whereas the lower main facets show an inclination of about 41°. It has been found by experience that the maximum brilliancy can be obtained when the incident and emergent rays are per­pendicular to the table. Several investigators have given the angles and relationships that must be observed to obtain the ideal brilliant cut for different gems. But to obtain the best effects, brilliancy cannot be the sole criterion in cutting a stone, as the ratio of the cut stone to the uncut stone has also to be considered. So the data gathered from practical experience are found more valuable in cutting stones.
In a brilliant cut diamond, the light entering through the crown strikes the lower facets at angles greater than the critical angle which is 24° for diamond. So after repeatedly
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Ch. 8: Gem Cutting Page of 187 Ch. 8: Gem Cutting
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