激光巩膜软化(LSS)治疗老视眼的适应性增益(ⅱ)。体积功效配方

Jui-Teng Lin
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引用次数: 0

摘要

目的:首次推导并提供通过增加睫状体与晶状体之间的空间(SCL)获得调节增益(AG)和玻璃体后带(PVZ)可动性的巩膜软化体积效率(SVE)的综合分析公式。研究设计:采用激光巩膜软化术(LSS)提高老花眼的AG。学习地点及时间:台湾新北市,2022年6月至2022年7月。方法:SVE的计算是基于巩膜温度分布的时间和空间积分,T(z, T),热扩散方程的解。根据三角形面积给出的覆盖面积,推导出SVE的解析公式。三维模型的SVE由激光束覆盖的“体积”或光斑尺寸面积、有效穿透深度(z”)决定,由于激光强度的比尔定律,I(z)=I0exp(-Az),有效穿透深度(z”)是激光剂量的递增函数,而吸收系数(a)的减小函数。用T(z, T) >T*定义有效软化的效果深度范围(dZ)和时间范围(dT),其中T*为巩膜软化阈值温度。结果:调节增益与巩膜的三维SVE成正比:SEV(3D) = SEV(1D) x激光束光斑(二维面积)x总光斑数(N),与巩膜的作用范围dZ和dT成正比,其中dZ是激光照射时间的增加,dT是深度的减小函数。热激光后巩膜组织的软化导致PVZ迁移率和SCL的增加。然而,SVE与PVZ和SCL变化的实际关系需要实测数据。结论:巩膜软化治疗老花眼的安全性和有效性取决于激光参数(强度、剂量、光斑大小、波长)和有效深度。SVE与效率深度范围(dZ)和时间范围(dT)成正比,其中dZ是激光照射时间的递增函数,dT是深度的递减函数。AG与SVE成正比(3d)。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Accommodative Gain in Presbyopic Eye Using a New Procedure of Laser Scleral Softening (LSS): Part-II. Formulas for Volume Efficacy
Purpose: To derive and provide, for the first time, comprehensive analytic formulas for scleral softening volume efficacy (SVE) for accommodative gain (AG) via the increased space between ciliary body and lens (SCL) and mobility of the posterior vitreous zonules (PVZ). Study Design: To increase the AG of presbyopic eye by a new procedure, laser scleral softening (LSS). Place and Duration of Study: New Taipei City, Taiwan, between June 2022 and July 2022. Methodology: The SVE is calculated based on the time and spatial integral of the scleral temperature profiles, T(z,t), solutions of a heat diffusion equation. Analytic formulas for SVE is derived based on the covered area given by a triangle area. The SVE of a 3-D model is governed by the "volume" covered by the laser beam, or its spot size area, the effective penetration depth (z"), which is an increasing function of laser dose, but a decreasing function of the absorption coefficient (A), due to the Beer's law of laser intensity, I(z)=I0exp(-Az). The efficacy depth-range (dZ) and time-ranges (dT) are defined for efficient softening with T(z,t)>T*, where T* is the scleral softening threshold temperature. Results: The accommodative gain is proportional to the 3-D SVE given by: SEV(3D) = SEV(1D) x laser beam spot (2-D area) x total number of spots (N) acting on the sclera, which is proportional to the efficacy ranges dZ and dT, in which dZ is an increasing of laser irradiation time, whereas dT is a decreasing function of depth. Softening of the scleral tissue after a thermal laser leading to the increase of PVZ mobility and SCL. However, the actual relation of SVE and the PVZ and SCL changes require measured data. Conclusion: Safety and efficacy of scleral softening for presbyopia treatment depend upon the laser parameters (intensity, dose, spot size, wavelength) and the effective depths. The SVE is proportional to the efficacy depth-range (dZ) and time-range (dT), in which dZ is an increasing of laser irradiation time and dT is a decreasing function of depth. The AG is proportional to the SVE(in 3-D).
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