研究目的
Evaluating Lincoff’s law with a slight modification to determine its suitability for present cases of retinal detachment, independent of refractive error and previous cataract surgery.
研究成果
Lincoff’s law was suitable for the present cases and Japanese cases, almost independent of refractive error and previous cataract surgery. However, agreement rates were lower than in the original report, especially for total detachments. Within 1 1/2 hours from 12 o’clock was more adequate for the corresponding break region than within a triangle whose apex is at 12 o’clock and intersecting the equators in detachments across 12 o’clock.
研究不足
The study was retrospective, limiting the ability to determine the shape of the retinal detachment or the location of the original break in some cases. Accurate refractive error was only identified for patients who had never undergone cataract surgery before and whose macula had remained attached. The interval between onset and surgery was not examined.
1:Experimental Design and Method Selection:
The study retrospectively analyzed medical records and detachment charts of consecutive patients who underwent initial operations for rhegmatogenous retinal detachments. The methodology involved classifying detachments into eight groups based on Lincoff’s law with slight modifications.
2:Sample Selection and Data Sources:
Consecutive patients from January 2003 to December 2010 at Toho University Sakura Medical Center were analyzed. Exclusion criteria included postoperative recurrent detachment, proliferative diabetic retinopathy, and traumatic retinal detachments with globe rupture.
3:List of Experimental Equipment and Materials:
Not explicitly mentioned in the provided text.
4:Experimental Procedures and Operational Workflow:
Eyes were classified into categories based on detachment shapes and break locations. Rates of break locations in corresponding regions were calculated for each category.
5:Data Analysis Methods:
Statistical analysis was performed using Welch’s t-test, chi-squared test with or without Yate’s continuity correction, and Fisher’s exact test.
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