van den Berg T J
The Netherlands Ophthalmic Research Institute, University of Amsterdam.
Optom Vis Sci. 1995 Feb;72(2):52-9. doi: 10.1097/00006324-199502000-00003.
To analyze straylight resulting from different sources (cornea, lens, wall translucency, and fundus reflectance) in combination with different properties (age and pigmentation). To give formulas for straylight calculations.
In straylight on the retina multiple scattering can be assumed to be unimportant. Consequently, an additive model can be applied.
An efficient parameter to quantify straylight is the "straylight parameter" s(theta), with theta the scatter angle. The model reads s(theta) = s(cornea)(theta) + s(lens)(theta) + s(wall)(theta) + sfundus(theta), and each of these sources is analyzed as sx(theta) = sx,base(theta) + a(age)*sx,age(theta) + p(pigm.)*sx,pigm.(theta).
The most important effects, viz., s(lens,age), s(wall + fundus,pigm.) and s(cornea + lens + fundus,base) as well as a(age) and p(pigm.) were estimated. With the straylight parameter different effects of straylight, notably its disabling effect of contrast reduction, follow directly.
分析不同来源(角膜、晶状体、壁透明度和眼底反射)与不同特性(年龄和色素沉着)相结合产生的杂散光。给出杂散光计算的公式。
在视网膜上的杂散光中,可假定多次散射不重要。因此,可以应用加法模型。
量化杂散光的一个有效参数是“杂散光参数”s(θ),其中θ为散射角。该模型为s(θ)=s(角膜)(θ)+s(晶状体)(θ)+s(壁)(θ)+s(眼底)(θ),并且这些来源中的每一个都被分析为sx(θ)=sx,基础(θ)+a(年龄)*sx,年龄(θ)+p(色素沉着)*sx,色素沉着(θ)。
估计了最重要的效应,即s(晶状体,年龄)、s(壁+眼底,色素沉着)和s(角膜+晶状体+眼底,基础)以及a(年龄)和p(色素沉着)。利用杂散光参数,杂散光的不同效应,特别是其降低对比度的致残效应,可直接得出。