A Simple Mathematical Model for Wound Closure Evaluation

Vidal, Alejandra; Mendieta Zerón, Hugo; Giacaman, Israel; Camarillo Romero, María del Socorro; López, Sandra Parra; Meza Trillo, Laura E.; Pérez Pérez, David A.; Concha, Miguel; Torres-Gallegos, Cesar; ORELLANA-DONOSO, SANDRA LORENA; OYARZUN-AMPUERO, FELIPE ANDRES; Moreno-Villoslada, Ignacio

Abstract

The incidence of ulcers associated to type 2 diabetes mellitus (T2DM) increases every year. We introduce and explore a new mathematical algorithm to evaluate wound-healing in foot ulcers associated to T2DM. Fifteen patients (nine women and six men), mean age of 70 ± 16 years were included. The evolution of their wounds followed-up for a period of 18–45 days. According to the Wagner grading system the ulcers were grade I (5 patients), grade II (9 patients), and grade III (1 patient). Clinically, the type of the ulcers was neuroischemic (12 patients) and neuropathic (3 patients). A new parameter is introduced, the “continuous linear healing rate” Dc that was more accurate with higher values and requires less quantifications than usual formulas to make a wound-healing projection.

Más información

Título según SCOPUS: A Simple Mathematical Model for Wound Closure Evaluation
Título de la Revista: Journal of the American College of Clinical Wound Specialists
Volumen: 7
Fecha de publicación: 2015
Página de inicio: 40
Página final: 49
DOI:

10.1016/J.JCCW.2016.07.002

Notas: SCOPUS