有光学中心移位的有症状的无屈光不正患者(屈光不正小于4D)的非预期棱镜效应的预测因素

Babitha Valiyaveettil, Padma B. Prabhu, P. T. Asmin, Raju Kuzhippally Vallon
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引用次数: 4

摘要

目的和目的:-本研究试图估计眼镜中透镜的准直、离差、球面等效和透镜类型之间的关系。设计:-描述性横断面研究。材料和方法:本研究纳入了年龄在10 - 70岁之间、戴眼镜、有症状的合作性近视患者。用普伦蒂斯公式计算了眼镜的诱导棱镜。结果:-研究组包括29例使用眼镜时出现弱视症状的屈光不正患者。65.52% (n=19)为女性。本组患者平均年龄48.33岁,SD为±17.45。本研究表明,球等效与诱导棱镜之间存在统计学上显著的正相关关系,而离差与诱导棱镜之间没有显著的相关关系。结论:-球体等效性是影响诱导棱镜的重要因素,而非偏心和对准问题。屈光不正。分散可能是由于错误的配合或继发的错误对准眼镜由于误用。本文研究了球面和圆柱误差、透镜类型(凸透镜或凹透镜)以及眼镜对线在眼镜校正后的屈光参差视弱视中产生棱镜效应的作用。经机构伦理委员会批准后,进行描述性横断面研究。研究期为6个月。受试者有眼镜矫正的屈光参差和持续的弱视症状。在这项研究中,视疲劳被定义为头痛伴有或不伴有眼睛疼痛、流泪和持续近距离工作的刺激。选择所有在持续近距离工作期间(每天至少8小时)持续和定期使用眼镜至少四个月时,单眼或双眼出现一种或多种症状的连续病例。根据绝对视网膜镜读数计算球形当量。排除与长期近距离工作无关、症状持续时间少于4个月、不规则眼镜佩戴者、相关调节-收敛异常和潜在斜视。记录患者的年龄、性别、社会经济地位和职业。记录视力、眼镜佩戴时间、眼镜度数、眼镜对中、瞳距、光心离差(以毫米为单位)。用毫米尺测量瞳孔间距。用透镜计确定了眼镜的光学中心。采用普伦蒂斯公式计算棱镜诱导量P= CF [C =像距光轴的距离,单位厘米(离差);F=透镜的焦距]。分别计算了水平棱镜和垂直棱镜的测量值。在有水平棱镜和垂直棱镜的眼镜中,剩余棱镜由公式Pr= 2 (Pr=
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Predictors of Unwanted Prismatic Effect Among Bespectacled Symptomatic Ammetropes (Refractive Error Less Than 4D) With Displaced Optical Centre
Aim and objectives:- This study tries to estimate the relationship between alignment of spectacle, decentration, spherical equivalent and type of lens with induced prism in spectacles. Design:- Descriptive cross sectional study. Materials and Methods:- Symptomatic cooperative ammetropes, using spectacles and between the age of 10 and 70 years were included in this study. Induced prism in spectacles were calculated by the Prentice formula. Results:- The study group included 29 ammetropic patients having asthenopic symptoms while using spectacles. 65.52% (n=19) were females. The mean age of this group was 48.33 years, with a SD of ± 17.45. This study showed a statistically significant positive correlation between spherical equivalent and induced prism and there is no significant correlation between decentration and induced prism. Conclusion:- Spherical equivalent is considered as an important factor affecting the induced prism rather than decentration and alignment problem. refractive error. Decentration can be due to faulty fit or secondary to mal-alignment of glasses due to misuse. The role of spherical and cylindrical errors, type of lens used (convex or concave) and the alignment of glasses in inducing prismatic effect among spectacle corrected anisometropics with asthenopia is studied here. A descriptive cross sectional study was conducted after getting approval from institutional ethics committee. The study period was six months. Subjects having spectacles corrected anisometropia with persistent asthenopic symptoms were included. For this study asthenopia was defined as headache with or without eye pain, watering and irritation on constant near work. All consecutive cases with one or more symptoms in either or both eyes during sustained near work with constant and regular ( a minimum of 8 hours per day) use of spectacles for a period of atleast four months were selected. Spherical equivalent was calculated from the absolute retinoscopy reading. Spectacles with centered optical centre, history of headache Abstract not related to constant near work, symptoms less than four months duration, irregular spectacle wearers, associated accomodation-convergence anomalies and latent squints were excluded. Age, gender, socioeconomic status and occupation of the patients were noted. The visual acuity, duration of spectacle wear and power of spectacles, alignment of spectacles, inter pupillary distance and decentration of optical centre in millimetres were recorded. Inter pupillary distance was measured with millimetre ruler. The optical centre of spectacle was found out by lensmeter. The prism induced was calculated by using Prentice formula P= CF [C = the distance of the image from optic axis in centimetres (decentration); F= the focal power of the lens]. The measure of horizontal and vertical prism were calculated separately. In spectacles having both horizontal and vertical prisms, the residual prism was calculated by the formula Pr= 2 (Pr=
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