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The DRESOR method for transient radiation transfer in 1-D graded index medium with pulse irradiation

机译:DRESOR方法用于一维渐变指数介质中脉冲辐射的瞬态辐射传输

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摘要

Within a graded index medium, the radiative energy rays propagate in curved paths and with a varied speed of propagation, making the solution of the transient radiative transfer complex and difficult. The DRESOR method is extended to calculate the time-resolved reflectance and transmittance from a one-dimensional, non-emitting, absorbing, anisotropically scattering medium with a linear increasing graded index exposed to a collimated truncated Gaussian pulse. Comparisons are made with the results obtained by DOM and DFEM, which indicate that the DRESOR method is accurate and effective. Compared with uniform graded index, the increase in the gradient of the refractive index significantly reduces the peak value of the reflectance and transmittance, delays the occurrence time of the transmittance and increases the duration time. The double-peak phenomenon of the time-resolved transmittance is caused by the fact that the maximum values of intensity in different directions appear at different times, which occur much later as the polar angle increases. The double-peak phenomenon of the time-resolved transmittance becomes more obvious as the increase in the graded index, the scattering albedo and the optical thickness; and the decrease in the anisotropically scattering phase function coefficient.
机译:在渐变折射率介质中,辐射能射线以弯曲的路径传播并以变化的传播速度传播,这使得瞬态辐射传递的求解变得复杂而困难。 DRESOR方法已扩展为从一维,不发射,吸收性,各向异性散射的介质中计算出时间分辨的反射率和透射率,该介质的线性递增渐变折射率暴露于准直截断的高斯脉冲。与DOM和DFEM获得的结果进行了比较,表明DRESOR方法是准确有效的。与均匀渐变折射率相比,折射率梯度的增加显着降低了反射率和透射率的峰值,延迟了透射率的出现时间并增加了持续时间。时间分辨透射率的双峰现象是由于以下事实引起的:不同方向上的强度最大值出现在不同的时间,随着极角的增加,出现的时间要晚得多。随着梯度折射率,散射反射率和光学厚度的增加,时间分辨透射率的双峰现象变得更加明显。各向异性散射相位函数系数的减小。

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