Mathematical Guide to Minimize Donor Size in Full‐Thickness Skin Grafting

BACKGROUND Full‐thickness skin grafting is a common repair option in dermatologic surgery. Generally, a 3:1 ellipse is designed for the donor area. This results in occasional large donor site defects. A new formula to guide donor site design would potentially create smaller donor defects. OBJECTIVE...

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Bibliographic Details
Published inDermatologic surgery Vol. 35; no. 9; pp. 1364 - 1367
Main Authors WANG, QIANG, CAI, MEI, WU, YU‐LE, ZHANG, GUO‐CHENG
Format Journal Article
LanguageEnglish
Published Malden, USA Blackwell Publishing Inc 01.09.2009
by the American Society for Dermatologic Surgery, Inc
Wiley
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Summary:BACKGROUND Full‐thickness skin grafting is a common repair option in dermatologic surgery. Generally, a 3:1 ellipse is designed for the donor area. This results in occasional large donor site defects. A new formula to guide donor site design would potentially create smaller donor defects. OBJECTIVE To design a mathematical formula to facilitate smaller donor incisions. METHODS A geometric analysis was undertaken to design a practical formula to create smaller defects. This strategy was then used in a case series of 23 patients with large (average 11 cm in diameter) defects [This sentence was corrected after online publication on June 29, 2009: (average 16 × 11 cm) changed to read (average 11 cm in diameter).]. A geometrical analysis was used to design the best way to divide donor grafts to minimize tissue loss. RESULTS A formula called for the diameter of the primary defect to be multiplied by 3/2 and 2/3 to design a donor ellipse length and width, respectively. The resulting graft was divided into two equal sizes, using a tangential acute angle. The width and the area of the donor were significantly smaller, so the donor site was repaired using a shorter and faster repair. CONCLUSION Skin graft harvest may be accomplished using a smaller donor graft than previously described using the formula reported here. This will probably reduce surgical morbidity, time, and expense.
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ISSN:1076-0512
1524-4725
DOI:10.1111/j.1524-4725.2009.01242.x