ZHOU Ye1, LIU Qin-huo1, LIU Qiang1. Two Methods of Acquiring BRDF of Object in the Field Simulated with Radiosity-graphics Combined Model and Error Analysis[J]. Journal of Remote Sensing, 2008,(4):568-578.
ZHOU Ye1, LIU Qin-huo1, LIU Qiang1. Two Methods of Acquiring BRDF of Object in the Field Simulated with Radiosity-graphics Combined Model and Error Analysis[J]. Journal of Remote Sensing, 2008,(4):568-578. DOI: 10.11834/jrs.20080475.
获得真正能够反映目标物的反射特性的BRDF(Bidirectional Reflectance Distribution Function)
前人提出了一些野外测量的方法。本文在此基础上
利用计算机模拟的辐射度(Radiosity)模型在真实场景基础上模拟BRF值
分析测量方法中存在的系统误差受观测条件影响的大小
比较了测量方法的优劣
提出了野外测量时选择测量方法的基本原则。
Abstract
The bidirectional reflective characteristic of objects plays an important role not only in models of remote sensing but also in inversion.Consequently
it is the basis of quantitative analysis in remote sensing with the appropriate method of acquiring the bidirectional reflective characteristic of objects in natural environment.For a long period
BRF(Bidirectional Reflectance Factor) acquired in natural environment and related to radiant environment
is regarded as the expression of bidirectional reflective characteristic of objects.There are differences which must be considered between BRF and real value except in a strict clear day.In order to eliminate the influence of the environment radiance
some method acquiring BRDF(Bidirectional Reflectance Distribution Function) data of objects in natural environment have been designed.But the error occurred in these method has not been strictly analyzed.In this paper these methods are compared by using radiosity-graphic combined model based on three dimensional structures which is one of computer simulation model.And their fixed error affected by conditions acquiring BRDF data is analyzed in the simulation.We also provide principles to choose the suitable method of acquiring BRDF data in natural environment.By these principles we can take the most suitable method under different conditions in order to reduce the error and get acceptable value from measurement.