| Abstract: | Formulae are derived for obtaining the size distribution of transparent spherical particles which are embedded in an opaque material. The data are the sizes of the circular profiles made by particles in a random thin slice of a specimen when it is viewed orthogonally. The formulae incorporate resolution constraints which cause various profile size ranges to be unobservable. Approximate solutions are obtained under specific resolution constraints when the slice is very thin. The corresponding case of opaque spheres in a transparent material was the subject of Part I (Coleman, 1982). |
