次谐波
光谱(功能分析)
流离失所(心理学)
中点
相(物质)
数学
绘图
Kolmogorov方程(马尔可夫跳跃过程)
统计物理学
算法
计算机科学
物理
数学分析
几何学
计算机图形学(图像)
非线性系统
量子力学
微分代数方程
心理治疗师
微分方程
常微分方程
心理学
作者
Richard G. Lane,Andreas Glindemann,J. C. Dainty
出处
期刊:Waves in Random Media
[Informa]
日期:1992-07-01
卷期号:2 (3): 209-224
被引量:515
标识
DOI:10.1088/0959-7174/2/3/003
摘要
AbstracL WO new methods for madelling Kolmogomv phase fluctuations oyer a finite apenure are described. Ihe firs1 method relies on the incorporation of subharmonim in order to model accurately the low frequencies of the Kolmogomv SpeclNm. Ihc second method provides a less accurate, but much faster method for simulating the Kolmogorw spectrum ty using a midpoint displacement algorithm used in computer graphics. 1. Background The simulation of atmospherically distorted wavefronts is an important tool for studying light propagation and imaging. The work in this paper is motivated by the need to develop efficient and effective methods of imaging astronomical objects through the turbulent atmosphere. Although the true test of any imaging algorithm is always provided by actual data, a good simulation is needed to be able to test different algorithms both in a controlled manner and under a wide variety of conditions. This paper outlines new methods for simulating the effects of static atmospheric turbulence, which is an essential component of any atmospheric imaging simulation. The starting point for nearly all analyses of atmospheric turbulence has been
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