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下颌阻滞麻醉的Gow-Gates技术:讨论与数学分析

The Gow-Gates technique for mandibular block anesthesia. A discussion and a mathematical analysis.

作者信息

Kafalias M C, Gow-Gates G A, Saliba G J

出版信息

Anesth Prog. 1987 Jul-Aug;34(4):142-9.

Abstract

Reliable profound mandibular block anesthesia is questionable when depositing the anesthetic solution at the lingula. Complications can occur and the needle may impact a number of important anatomical structures by deep penetration. The Gow-Gates technique for mandibular anesthesia obviates these problems.In this paper the Gow-Gates technique is reinterpreted using a geometrical approach based on lines and planes and is proved mathematically. In so doing a simple yet concise method of reaching the injection site is presented with a definite relationship between the anatomical pathway of the needle and a formal geometrical and mathematical pattern.

摘要

当将麻醉剂溶液注射于舌骨时,可靠的下颌神经阻滞麻醉效果存疑。可能会出现并发症,且进针过深时,针头可能会触及一些重要的解剖结构。下颌麻醉的Gow-Gates技术可避免这些问题。本文采用基于直线和平面的几何方法对Gow-Gates技术进行重新诠释,并进行了数学证明。通过这样做,提出了一种简单而简洁的到达注射部位的方法,针头的解剖路径与正式的几何和数学模式之间存在明确的关系。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/b50a/2186284/797d0bd29358/anesthprog00280-0039-a.jpg

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