Harmonic analyses of weekly means of soil temperatures were made at Jodhpur, India with sandy to loamy sand soil (clay content 6-8%). The amplitudes and phase angles corresponding to various depths in respect of different harmonics are presented. The amplitudes for various depths vary between 4.8Β°C
A multiple regression analysis of evaporation during the growing season of vegetation in the arid zone of India
β Scribed by A. Krishnan; R.S. Kushwaha
- Publisher
- Elsevier Science
- Year
- 1973
- Weight
- 480 KB
- Volume
- 12
- Category
- Article
- ISSN
- 0002-1571
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β¦ Synopsis
Krishnan, A. and Kushwaha, R. S., 1973
. A multiple regression analysis of evaporation during the growing season of vegetation in the arid zone of India. Agric. Meteorol. 12: 297-307.
Class A pan evaporation data are examined for 49 computation periods of 5 days at Jodhpur in the Indian arid zone. The 5-day periods cover the growing seasons of 1963 and 1964 for native vegetation. Multiple regression analyses were carried out of evaporation Y (mm day-~ ) against the climatological factors, total global radiation X 1 (cal. cm -2 day -1 ), estimated net radiation X 2 (cal. cm -2 day -l) saturation deficit at maximum temperature epoch X 3 (mm of Hg) and saturation deficit at mean temperature X 5 (mm of Hg) and mean daily wind speed X 4 (kin h -~ ).
The results indicate that the aerodynamic factors are important in the Jodhpur climate and the pair of factors, saturation deficit at a maximum temperature epoch and daily mean wind speed explain 83% of the variance. The addition of measured total global radiation or estimated net radiation increases the explained variance by 5% and 1%, respectively.
The respective equations are: Y= 0.0122Xa + 0.2559 X~ + 0.5677 X 4 -9.0657 Y = 0.0066 X~ + 0.3260X 3 + 0.5150 X 4 -6.3571
The multiple correlation coefficients are + 0.94 and + 0.92, respectively. Partial correlation coefficients and beta-coefficients are also presented. All regressions taken singly or in pair or multiple combinations are found to be significant by the analysis of variance.
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