000			01813aab a2200205 4500
008			240215b19911991|||mr||| |||| 00| 0 eng d
022			_a0017-9310
100			_aShanker Subramaniam _9880846
100			_aM.Pinar Mengüç _9880847
245			_aSolution of the inverse radiation problem for inhomogeneous and anisotropically scattering media using a Monte Carlo technique
300			_a253-266 p.
520			_aAn analysis is presented for the solution of the inverse radiation problem using a Monte Carlo technique. For inhomogeneous planar media, the profile of the single scattering albedo is obtained from the inverse analysis. For homogeneous, anisotropically scattering media, the single scattering albedo and the asymmetry factor are recovered. A step phase function approximation is used to account for the anisotropic scattering in the medium. The confidence bounds on the estimated parameters for errors in the input data are evaluated. The results show that the medium properties can be recovered with high accuracy even if there is up to 10% error in the input data. The primary advantage of the Monte Carlo method is that a single direct solution yields the coefficients of a multivariate polynomial for each set of observation data, which are then used to obtain the medium properties by a non-linear least-square minimization technique.
650			_aInverse Radiation Problem _9866317
650			_aInhomogeneous _9786104
650			_aAnisotropically Scattering Media _9874525
650			_aMonte Carlo Technique _9172217
773	0		_tInternational Journal of Heat and Mass Transfer _x00179310 _dNew York, U.S.A : Pergamon Subsidiary of Elsevier Science & Technology
856			_uhttps://www.sciencedirect.com/science/article/pii/001793109190192H
942			_2ddc _n0 _cART _o14993 _pMr. Muhammad Rafique Al Haj Rajab Ali (Late)
999			_c814968 _d814968