Wilmer Eye Institute, Johns Hopkins Medical Institutions, Baltimore, Maryland.
Jules Stein Eye Institute, University of California, Los Angeles, School of Medicine.
JAMA Ophthalmol. 2015 Dec;133(12):1431-6. doi: 10.1001/jamaophthalmol.2015.3832.
Cataract surgery is the most common eye surgery. Calculating the most accurate power of the intraocular lens (IOL) is a critical factor in optimizing patient outcomes.
To develop a graphical method for displaying IOL calculation formulas in 3 dimensions, and to describe a method that uses the most accurate and current information on IOL formulas, adjustments, and lens design to create one "super surface" and develop an IOL "super formula."
DESIGN, SETTING, AND PARTICIPANTS: A numerical computing environment was used to create 3-D surfaces of IOL formulas: Hoffer Q, Holladay I, Holladay I with Koch adjustment, Haigis, and SRK/T. The surfaces were then analyzed to determine where the IOL powers calculated by each formula differed by more than 0.5, 1.0, and 1.5 diopters (D) from each of the other formulas. Next, based on the current literature and empirical knowledge, a super surface was rendered that incorporated the ideal portions from 4 of the 5 formulas to generate a super formula. Last, IOL power values of a set of 100 eyes from consecutive patients at an eye institute were calculated using the 5 formulas and super formula. The study was performed from December 11, 2014, to April 20, 2015. Analysis was conducted from February 18 to May 6, 2015.
Intraocular lens power value in diopters and the magnitude of disparity between an existing individual IOL formula and our super formula.
In the 100 eyes tested, the super formula localized to the correct portion of the super surface 100% of the time and thus chose the most appropriate IOL power value. The individual formulas deviated from the optimal super formula IOL power values by more than 0.5 D 30% of the time in Hoffer Q, 16% in Holladay I, 22% in Holladay I with Koch adjustment, 48% in Haigis, and 24% in SRK/T.
A novel method was developed to represent IOL formulas in 3 dimensions. An IOL super formula was formulated that incorporates the ideal segments from each of the existing formulas and uses the ideal IOL formula for an individual eye. The expectation is that this method will broaden the conceptual understanding of IOL calculations, improve clinical outcomes for patients, and stimulate further progress in IOL formula research.
白内障手术是最常见的眼部手术。计算出最准确的人工晶状体(IOL)度数是优化患者治疗效果的关键因素。
开发一种用于在三维空间中显示 IOL 计算公式的图形方法,并描述一种使用 IOL 公式、调整和镜片设计的最准确和最新信息来创建一个“超级表面”并开发一个 IOL“超级公式”的方法。
设计、设置和参与者:使用数值计算环境创建了 IOL 公式的 3D 表面:Hoffer Q、Holladay I、Holladay I with Koch 调整、Haigis 和 SRK/T。然后对这些曲面进行分析,以确定每个公式计算的 IOL 度数与其他公式相差超过 0.5、1.0 和 1.5 屈光度(D)的位置。接下来,根据当前文献和经验知识,生成一个超级曲面,该曲面整合了来自 5 个公式中的 4 个公式的理想部分,从而生成一个超级公式。最后,使用 5 个公式和超级公式计算了一家眼科机构连续患者的 100 只眼睛的 IOL 度数。该研究于 2014 年 12 月 11 日至 2015 年 4 月 20 日进行。分析于 2015 年 2 月 18 日至 5 月 6 日进行。
屈光度的眼内晶状体功率值以及现有个体 IOL 公式与我们的超级公式之间的差异程度。
在测试的 100 只眼中,超级公式 100%的时间定位到超级曲面的正确部分,因此选择了最合适的 IOL 功率值。个别公式与超级公式的 IOL 功率值相差超过 0.5D 的时间分别为 Hoffer Q 为 30%,Holladay I 为 16%,Holladay I with Koch adjustment 为 22%,Haigis 为 48%,SRK/T 为 24%。
开发了一种新的方法来在三维空间中表示 IOL 公式。制定了一种 IOL 超级公式,该公式整合了每个现有公式的理想部分,并为每个个体眼睛使用理想的 IOL 公式。期望该方法将拓宽对 IOL 计算的概念理解,改善患者的临床治疗效果,并激发 IOL 公式研究的进一步进展。