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眼轴长度测量及其与人工晶状体屈光度计算的关系。

Axial length measurement and its relation to intraocular lens power calculations.

作者信息

Shammas H J

出版信息

J Am Intraocul Implant Soc. 1982 Fall;8(4):346-9. doi: 10.1016/s0146-2776(82)80027-x.

Abstract

The axial length was measured in five hundred consecutive cases using the Kretz 7200 MA ultrasound unit and an immersion technique. The reproducibility of the measurements was within +/- 0.2 mm when performed manually, and within +/- 0.05 mm when performed electronically. Intraocular lens power calculations were performed using a modification of Colenbrander's formula. We predicted within + 1 diopter in 78.8% of the cases. The accuracy was up to 83% when the axial length ranged between 23.0 and 25.0 mm. Stronger power lenses were implanted in shorter eyes and weaker power lenses in longer eyes, necessitating the use of a fudge factor. Surgeons using an immersion technique for axial length measurements should use formulas yielding stronger power lenses, such as Binkhorst's formula or our modification of Colenbrander's formula, with a fudge factor for short and long eyes.

摘要

使用Kretz 7200 MA超声设备和浸入技术对连续500例患者测量眼轴长度。手动测量时,测量的可重复性在±0.2毫米以内,电子测量时在±0.05毫米以内。使用修改后的科伦布兰德公式进行人工晶状体屈光力计算。在78.8%的病例中,我们预测的误差在+1屈光度以内。当眼轴长度在23.0至25.0毫米之间时,准确率高达83%。眼轴较短的眼睛植入屈光度较强的镜片,眼轴较长的眼睛植入屈光度较弱的镜片,因此需要使用一个校正系数。采用浸入技术测量眼轴长度的外科医生应使用能得出屈光度较强镜片的公式,如宾克霍斯特公式或我们修改后的科伦布兰德公式,并针对眼轴短和眼轴长的情况使用校正系数。

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