Sampling theory for asynoptic satellite observations. Part II: Fast Fourier synoptic mapping.

M. L. Salby

Sampling theory for asynoptic satellite observations. Part II: Fast Fourier synoptic mapping.

M. L. Salby

Research output: Contribution to journal › Article › peer-review

Abstract

A Fast Fourier Transform Scheme is defined for retrieving the unique sequence of synoptic maps from the asynoptic observations. The procedure involves the construction of space-time spectra from 'irregular', combined asynoptic data. -from Author

Original language	English
Pages (from-to)	2601-2614
Number of pages	14
Journal	Journal of the Atmospheric Sciences
Volume	39
Issue number	11
Publication status	Published - 1982

Cite this

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title = "Sampling theory for asynoptic satellite observations. Part II: Fast Fourier synoptic mapping.",

abstract = "A Fast Fourier Transform Scheme is defined for retrieving the unique sequence of synoptic maps from the asynoptic observations. The procedure involves the construction of space-time spectra from 'irregular', combined asynoptic data. -from Author",

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AU - Salby, M. L.

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ER -

Sampling theory for asynoptic satellite observations. Part II: Fast Fourier synoptic mapping.

Abstract

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