应该选择哪种内建模型（散射模型）来模拟玻璃diffuser的表面？

• The scattered ray projection vector has equal probability anywhere on the projected plane    
• The scattered intensity varies like cos(q_s)    
• The scattered intensity is independent of the incident angle

• The scattering distribution is symmetric in direction cosine space    
• s determines the width of the Gaussian distribution on the projected plane    
• Maximum value allowed for s is 5 (for s > 5, distribution is nearly Lambertian)

• Widely used to model scattering due to random isotropic surface roughness    
• Input values for A, B, and g are provided in an ASCII file (in the <data>\ABg_Data\ directory)    
• Input value limitations: A >= 0, B >= 1.0E-12 (unless g = 0, then B = 0 is allowed)

mang2004:楼主， +FG$x/\*0  
从diffusion power vs. angle 曲线看，朗伯散射模型是不合适的，考虑用高斯和ABg散射模型更现实。 E\7m<'R  
如需要具体模型参数，请告知。 ~`8hwR1&z  
祝成功！ R9vT[{!i  
MANG2004 Pz_Oe,{.I  
....... (2012-01-20 02:37)  5/><$06rq  

mang2004:楼主， ~,6b_W p/  
从diffusion power vs. angle 曲线看，朗伯散射模型是不合适的，考虑用高斯和ABg散射模型更现实。 [U =Uo*  
如需要具体模型参数，请告知。 R0Ue0pF7  
祝成功！ m*0,s  
MANG2004 r`\A nT?  
....... (2012-01-20 02:37)  '(+<UpG_Q}