Some spectral properties of random arrays of grains

Details Some spectral properties of random arrays of grains Some spectral properties of random arrays of grains

Sep 1979

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1979josa...69.1315m&link_type=abstract

Optical Society of America, Journal, vol. 69, Sept. 1979, p. 1315-1320.

Physics

3

Solar Granulation, Solar Physics, Stellar Models, Mathematical Models, Poisson Density Functions, Stochastic Processes

Scientific paper

The paper examines the jitter model of Stark (1977) in order to give a better account of the spectral properties of a nonoverlapping grain structure (NOGS). A more general interpretation of the spectral properties of a two-dimensional grain distribution corresponding to a jitter model is presented. Attention is given to calculating the properties of a one-dimensional model in which the NOGS is constructed from a random Poisson process; in this model, the cells are replaced by identical rectangular pulses. This approach permits deeper insight into the interpretation of jitter model spectral properties, as confirmed by experimental results.

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