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用蒙特卡罗方法模拟葡萄酒色斑中激光的分布。

Modelling the distribution of laser light in port-wine stains with the Monte Carlo method.

作者信息

Smithies D J, Butler P H

机构信息

Physics and Astronomy Department, University of Canterbury, Christchurch, New Zealand.

出版信息

Phys Med Biol. 1995 May;40(5):701-31. doi: 10.1088/0031-9155/40/5/001.

Abstract

Using the Monte Carlo method, we have calculated the distribution of absorbed light in skin during the laser treatment of port-wine stains. Our model includes the effect that the blood capillaries and epidermis have on the propagation of light through skin. It is more complete than those used by previous workers. In this paper, we change the number of scattering dimensions, the spot diameter, and the capillary separation and diameter, and we use the wavelengths 577 nm and 585 nm. One-dimensional scattering calculations are misleading but two-dimensional results suffice for large spot diameters. The model shows that changing the position or diameter of the capillaries has a larger effect on the distribution of absorbed light in the skin than changing the wavelength of the laser beam from 577 nm to 585 nm. Changing the wavelength does increase absorption in the deeper capillaries, but this is not significant. From our results, we discuss the optimal treatment of port-wine stains.

摘要

我们使用蒙特卡罗方法计算了在鲜红斑痣激光治疗过程中皮肤内吸收光的分布情况。我们的模型考虑了毛细血管和表皮对光在皮肤中传播的影响。它比之前研究人员使用的模型更为完善。在本文中,我们改变了散射维度的数量、光斑直径、毛细血管间距和直径,并使用了577纳米和585纳米的波长。一维散射计算具有误导性,但对于大光斑直径,二维结果就足够了。该模型表明,改变毛细血管的位置或直径对皮肤内吸收光的分布影响比将激光束波长从577纳米改变到585纳米的影响更大。改变波长确实会增加较深毛细血管中的吸收,但这并不显著。基于我们的结果,我们讨论了鲜红斑痣的最佳治疗方法。

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