Andrew Ellicott Douglass

Andrew Ellicott Douglass

Summary

Portrait of Andrew Ellicott Douglass Andrew Ellicott Douglass Climatic Cycles and Tree-Growth (1919)

The temperature at any one time in a city station is a single definite record; but if the mean temperature in a valley or a State, for example, is tabulated, there is at once a spacial smoothing. In the minds of many students of solar variation and weather, the reason why a large group of meteorologists fail to get evidence of the relationship is because they take the average of the whole earth at once in their test of temperature changes or of rainfall. It is evident, therefore, that the reason they do not get results is because they do too much smoothing of the curves.
Source: Wikisource

Portrait of Andrew Ellicott Douglass Andrew Ellicott Douglass Climatic Cycles and Tree-Growth (1919)

One of the most common and puzzling problems is the proper method of handling the decrease in the number of trees in a group as the center is approached. A group of 5 may be selected, for example, and perhaps a century from the average center of the trees some one tree whose rings differ from the average may come to its end. It means that for 100 years near the center only 4 trees supply the data and at the point where the 5 change to 4 there is a discontinuity in the curve.
Source: Wikisource

Portrait of Andrew Ellicott Douglass Andrew Ellicott Douglass Climatic Cycles and Tree-Growth (1919)

It is like a checker-board of trees in an orchard; they line up in many directions with attractive intensity. But plate 9, c, helps remove some of the complexity of the sunspot problem. It shows us that while these various periods are apparent, they are improbable and needless complications. The diagram supplies a basis for profitable judgment in the matter. Hence to avoid just such awkward cases as the sunspot curve, a differential pattern is considered to be a necessary accompaniment of the periodogram in doubtful cases.
Source: Wikisource

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