Razeghinejad M Reza, Spaeth George L
Glaucoma Service, Wills Eye Institute, Philadelphia, Pennsylvania 19107, USA.
Optom Vis Sci. 2011 Jan;88(1):E39-47. doi: 10.1097/OPX.0b013e3181fe2226.
Many new surgeries have been devised since 1856, when von Graefe discovered that iridectomy is an effective surgical method for acute glaucoma treatment. Two years later, De Wecker presented sclerotomy as a procedure for chronic glaucoma. In 1900, internal filtration (cyclodialysis) was developed. In 1932, ciliodestruction was suggested. The four approaches, relief of pupillary block, external filtration, internal filtration, and ciliodestruction, are still the basic techniques of glaucoma surgeries over 100 years later. There have been two basic approaches to lowering eye pressure surgically: increase outflow and decrease inflow of aqueous humor. Although the majority of surgeries used nowadays were introduced in the 1960s, their roots can be traced to the work of surgeons in the 19th century. Trabeculectomy, in use since the mid-1960s, is the most effective glaucoma surgery in terms of intraocular pressure reduction but carries its own limitations. Non-penetrating glaucoma surgeries emerged at the same time trabeculectomy was presented, but they are not used as commonly as trabeculectomy. Molteno introduced the first effective shunt and followed by others. Since 1995, the majority of new surgeries have consisted of new implantable devices including SOLX, iStent, and Ex-PRESS shunt. This article will review the history of glaucoma surgery and describe the fundamentals of different glaucoma procedures.
自1856年冯·格拉费发现虹膜切除术是治疗急性青光眼的有效手术方法以来,人们设计了许多新的手术。两年后,德韦克提出巩膜切开术作为治疗慢性青光眼的一种手术方法。1900年,发展出了内引流术(睫状体分离术)。1932年,有人提出睫状体破坏术。100多年后的今天,瞳孔阻滞解除、外引流、内引流和睫状体破坏这四种方法仍然是青光眼手术的基本技术。手术降低眼压有两种基本方法:增加房水流出和减少房水流入。尽管如今使用的大多数手术是在20世纪60年代引入的,但其根源可以追溯到19世纪外科医生的工作。自20世纪60年代中期开始使用的小梁切除术,在降低眼压方面是最有效的青光眼手术,但也有其自身的局限性。非穿透性青光眼手术在小梁切除术出现的同时出现,但它们不像小梁切除术那样常用。莫尔滕诺引入了第一个有效的分流器,随后还有其他人。自1995年以来,大多数新手术都包括新的可植入装置,如SOLX、iStent和Ex-PRESS分流器。本文将回顾青光眼手术的历史,并描述不同青光眼手术的基本原理。