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Totaal dieptepercentage

Hoe de diepteverhouding de lichtprestatie beïnvloedt.

grading-fundamentals 4 min leestijd

Introduction

Total depth percentage captures the entire vertical profile of a round brilliant — crown height, girdle thickness, and pavilion depth — in a single figure. It tells you two things at once: how efficiently the stone handles light, and how much of its carat weight you actually see face-up in a setting.

The number appears on every GIA round brilliant report. Understanding what it means helps you choose a diamond that delivers on the promise of its carat weight. This article covers how total depth is calculated, what the optimal range looks like, what goes wrong at the extremes, and how to use the number when comparing stones.

For how total depth fits within the full set of proportions, see Proportions Primer.

How Total Depth Is Calculated

Total depth percentage is the distance from the table (the flat top facet) to the culet (the bottom point), divided by the average girdle diameter, expressed as a percentage.

Total Depth % = Height (table to culet) / Average girdle diameter × 100

A round brilliant with an average girdle diameter of 6.50 mm and a height of 3.97 mm has a total depth of approximately 61.1%. GIA reports this value to one decimal place. For details on how these measurements are taken, see Measurements in Millimetres.

What makes depth uniquely informative is that it is a composite measurement. It reflects the combined effect of three vertical zones — crown, girdle, and pavilion. Two diamonds with the same depth percentage can have different internal geometry and therefore different light performance.

The Optimal Range: 59–62.5%

For round brilliants, total depth between 59% and 62.5% correlates with the strongest light performance and the best balance between brilliance and face-up size. Most GIA Excellent-cut diamonds fall within this range.

The pavilion must be deep enough (pavilion angle 40.6–41.0°) for total internal reflection — bouncing light back through the crown rather than letting it leak through the bottom. The crown must be tall enough (crown angle 34–35°) to disperse exiting light into spectral colours. The girdle must protect the stone without adding unnecessary mass. When these zones are well proportioned, total depth naturally falls between 59% and 62.5%.

Within this range, a depth of 59.5% typically means a thinner profile leaning toward brilliance. A depth of 62% suggests a fuller crown with more fire. Neither is superior — they represent different visual characters within the same quality window.

What Happens at the Extremes

Deep stones: above 62.5%

When depth exceeds 62.5%, the diamond buries carat weight below the setting line — taller but not wider. This is the most common proportion problem and the one with the clearest financial impact. The excess depth comes from three sources:

A steep pavilion (above 41.2°) pushes the culet further from the girdle, adding weight that contributes nothing to diameter. Light performance suffers as well — reflected light is directed sideways rather than upward, creating the dark-centre nail-head effect described in What Cut Controls.

A thick girdle adds weight around the perimeter that is completely hidden once set. Thick girdles are a common method for pushing stones over magic weight thresholds — from 0.97ct to 1.01ct — because crossing that line can increase price per carat by 10–20%.

A steep crown (above 36°) adds height without widening the face-up footprint.

At 63.5% depth and above, the size penalty is clearly measurable. A 1.00ct round at 64% depth may have a diameter of only 6.1 mm, versus 6.4–6.5 mm for a well-proportioned stone. See Face-Up Size vs Hidden Weight for detailed benchmarks.

Shallow stones: below 59%

When depth drops below 59%, the pavilion is typically too flat for total internal reflection. Light passes through the bottom instead of reflecting back. The result is a transparent, washed-out appearance. In severe cases (pavilion angles below 40.4°), the girdle becomes visible through the table — a defect called a fish-eye. See Light Performance Issues.

A shallow diamond spreads wider for its weight, but the loss of brilliance is not a worthwhile trade. The optimal range exists precisely because it balances spread with light return.

How to Evaluate Depth on a GIA Report

Check the range

Does total depth fall between 59% and 62.5%? If yes, the stone is in the optimal zone. Values of 58.5% or 63% can work if the overall cut grade is Excellent, but they warrant closer scrutiny.

Cross-reference the diameter

Average the minimum and maximum diameter measurements on the report and compare to expected values:

Carat Weight Expected Diameter (59–62.5% depth)
0.50 ct 5.1–5.2 mm
0.70 ct 5.7–5.8 mm
1.00 ct 6.4–6.5 mm
1.50 ct 7.3–7.5 mm
2.00 ct 8.1–8.2 mm

If the actual diameter falls below this range, the stone is hiding weight in depth.

Read depth with table percentage

Total depth and Table Percentage together describe the diamond's vertical and horizontal proportions. A depth of 61% with a 57% table is a balanced profile. A depth of 61% with a 63% table warrants further investigation of crown and pavilion geometry.

Compare across candidates

Between two diamonds of similar weight and price, the one with lower depth (within the optimal range) typically offers more face-up size. If both are GIA Excellent, the difference is not quality — it is how much visible diamond you get for your CZK.

Summary

Total depth percentage measures a diamond's height relative to its width. For round brilliants, 59–62.5% balances light performance with face-up size: deep enough for the pavilion to reflect light back through the crown, shallow enough to carry weight where it is visible on the hand.

Above 62.5%, weight hides in steep pavilions, thick girdles, and tall crowns. Below 59%, the stone leaks light through the bottom. The number appears on every GIA report, next to the diameter. Check both — the relationship between them tells you whether the diamond delivers on the promise of its carat weight, or buries it where no one will notice.


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