Department of Dermatology, University of California Davis School of Medicine, Sacramento, California.
Department of Dermatology, University of California Davis School of Medicine, Sacramento, California.
J Am Acad Dermatol. 2024 Oct;91(4):684-689. doi: 10.1016/j.jaad.2024.06.044. Epub 2024 Jun 28.
Both running horizontal mattress (HM) and running subcuticular (SQ) suturing techniques have been suggested to be superior to other running cuticular suturing techniques. These 2 techniques have not been directly compared.
To compare cosmetic outcomes between a running HM and a running SQ technique in a split scar model following linear closure of trunk and extremity defects.
Fifty patients were enrolled in a randomized, evaluator-blinded, split-scar study. One side of the surgical wound was randomized to receive one intervention (HM vs SQ) with the other side receiving the alternate intervention. The primary outcome was the Patient and Observer Scar Assessment Scale (POSAS) score at a minimum of 3 months postoperatively.
Observer POSAS sum of components was 19.49 and 17.76 for HM and SQ, respectively (P = .14). The mean score for patient overall opinion was 4.71 for HM and 3.50 for the SQ technique (P = .02). Overall opinion scores of evaluators were 3.87 and 3.29 for HM and SQ, respectively (P = .03).
Single-center study of a relatively homogenous population.
Although there was no significant difference in the sum of POSAS components between HM and SQ (P = .14), both patients and evaluators had a superior overall opinion of the SQ-treated side (patient P = .02, evaluator P = .03).
有研究表明,与其他连续皮内缝合技术相比,水平褥式缝合(HM)和连续皮下缝合(SQ)技术具有更好的美容效果。但这两种技术尚未进行直接比较。
比较直线闭合躯干和四肢缺损后,在分割瘢痕模型中 HM 与 SQ 连续缝合技术的美容效果。
50 例患者被纳入随机、观察者设盲、分割瘢痕研究。手术切口的一侧随机接受一种干预(HM 或 SQ),另一侧接受另一种干预。主要结局是术后至少 3 个月的患者和观察者瘢痕评估量表(POSAS)评分。
观察者 POSAS 各组成部分的总和分别为 HM 组的 19.49 和 SQ 组的 17.76(P=.14)。HM 组患者对整体外观的平均评分为 4.71,SQ 组为 3.50(P=.02)。观察者对整体外观的评分分别为 HM 组的 3.87 和 SQ 组的 3.29(P=.03)。
相对同质人群的单中心研究。
尽管 HM 和 SQ 之间的 POSAS 各组成部分总和无显著差异(P=.14),但患者和观察者对 SQ 治疗侧的整体外观评价更高(患者 P=.02,观察者 P=.03)。