Some Comparisons Between Probabilities of Cloud-free Lines-of-sight Estimated from Aircraft and from Sky Cover Observations

Download or Read eBook Some Comparisons Between Probabilities of Cloud-free Lines-of-sight Estimated from Aircraft and from Sky Cover Observations PDF written by Iver A. Lund and published by . This book was released on 1980 with total page 22 pages. Available in PDF, EPUB and Kindle.
Some Comparisons Between Probabilities of Cloud-free Lines-of-sight Estimated from Aircraft and from Sky Cover Observations
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Total Pages : 22
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ISBN-10 : UOM:39015095139476
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Book Synopsis Some Comparisons Between Probabilities of Cloud-free Lines-of-sight Estimated from Aircraft and from Sky Cover Observations by : Iver A. Lund

Book excerpt: For a period of more than 6 years, aircrews made observations of the presence, or absence, of clouds on lines-of-sight between the aircraft and the surface of the earth. These observations were used to estimate the probability of a cloud-free line-of-sight (CFLOS) from a given altitude at a given angle. The probabilities obtained from observations in the vicinity of six stations in the United States were compared with probabilities estimated from routine sky-cover observations taken by weather observers at these stations. A model was used to transform sky-cover observations to CFLOS probabilities. The estimates obtained from the model were generally higher than those obtained from the aircrews' observations. If it is assumed that probabilities obtained from the samples of aircrew observations are better estimates of the true probabilities than estimates inferred from frequency distributions of sky cover categories, the CFLOS probabilities obtained from the CFLOS model are biased. The CFLOS model will yield CFLOS probabilities for any hour of the day, season of the year, and altitude at any geographical location where routine observations of sky cover, altitude and amount are taken. When the model probabilities are increased to correct for bias, they provide good estimates of true probabilities of a CFLOS. (Author).


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