修复重建-arpat 发表于 2023-9-26 22:34:46

手术后会留下蜈蚣疤痕治疗方法

手术后会留下蜈蚣疤痕治疗方法


文章摘要:丑陋的“蜈蚣疤”困扰着很多疤友,是什么原因造成的“蜈蚣疤”呢?其实“疤痕周围皮肤张力过大是主要原因。容易给身体发出错误的弥合指令,让伤口增生的比较严重。
  丑陋的“蜈蚣疤”困扰着很多疤友,是什么原因造成的“蜈蚣疤”呢?其实“疤痕周围皮肤张力过大是主要原因。容易给身体发出错误的弥合指令,让伤口增生的比较严重。data:image/jpg;base64,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  通过打比方来理解蜈蚣疤痕的成因:我们手术重新缝合的手术刀口就好比 我们的裤缝,而那两块被缝合在一起的皮肤就好比裤缝两边的布。生活经验告诉我们,裤缝两边的布越紧,则张力越大,则越容易开线裂开。类似的情况如果发生在 我们的皮肤上,缝合处两边的皮肤张力越大,则伤口对合越不容易紧密,身体就会收到"需要增生组织"的信号,就会生长出比较多的疤痕组织细胞,来弥合伤口, 时间较长后,容易形成肉眼常见的“蜈蚣疤”;反之,如果缝合处两边的皮肤张力越小或者没有张力,皮肤对合紧密,身体接受的“需要增生组织”的信号不强烈, 只需要增生较少的组织就可以愈合伤口,那样愈合后的疤痕一般以线性疤痕居多。  所以,在治疗疤痕的过程中,减低疤痕两边的张力是治疗疤痕的核心问题。就目前而言,这是我们可以通过特定的缝合技术达到降低缝合伤口张力的目的,也是“超减张缝合精细术”之所以取得良好手术效果的关键所在。


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查看完整版本: 手术后会留下蜈蚣疤痕治疗方法