1964
DOI: 10.2136/sssaj1964.03615995002800030040x
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Tree Growth as Affected by Soil Moisture Availability

Abstract: Merchantable volume growth in a managed southern pine forest was measured every 3 years from 1940 through 1960. Available soil moisture in the surface foot was estimated for each day of the 21 growing seasons. The soil-moisture estimates were combined with estimates of potential evapotranspiration to calculate indexes of potential growth. Linear regressions of measured growth on calculated potential growth explained 95 to 97% of the variation about the regression lines. With sufficient soils information and pa… Show more

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Cited by 45 publications
(18 citation statements)
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“…(1) Two light response curves for shadeintolerant and shade-tolerant species are distinguished (Botkin et al 1972), and the response curve to be used is interpolated between these two extremes by taking into account the relative shade-tolerance class of the species (Ellenberg 1986), yielding the light growth factor gALGF c • (2) For the effect of the growing season temperature on tree growth, a parabolic relationship between the annual sum of degree-days (uDD) and tree growth (gDDGF s ) is assumed (Botkin et al 1972). (3) A square-root function (Bassett 1964) is used to relate drought stress (uDrStr) to tree growth (gSMGF s ) based on the species-specific drought tolerance, kDrT s • (4) Three asymptotic response curves (Aber et al 1979, Pastor andPost 1985) are used to modify maximum tree growth as a function of nitrogen availability (gSNGF s ), and each species is assigned one of these response curves. This formulation does not rely on the definition of an absolute site-specific, climate-dependent maximum biomass as required in earlier models such as FORECE (cf.…”
Section: Model Formulationmentioning
confidence: 99%
“…(1) Two light response curves for shadeintolerant and shade-tolerant species are distinguished (Botkin et al 1972), and the response curve to be used is interpolated between these two extremes by taking into account the relative shade-tolerance class of the species (Ellenberg 1986), yielding the light growth factor gALGF c • (2) For the effect of the growing season temperature on tree growth, a parabolic relationship between the annual sum of degree-days (uDD) and tree growth (gDDGF s ) is assumed (Botkin et al 1972). (3) A square-root function (Bassett 1964) is used to relate drought stress (uDrStr) to tree growth (gSMGF s ) based on the species-specific drought tolerance, kDrT s • (4) Three asymptotic response curves (Aber et al 1979, Pastor andPost 1985) are used to modify maximum tree growth as a function of nitrogen availability (gSNGF s ), and each species is assigned one of these response curves. This formulation does not rely on the definition of an absolute site-specific, climate-dependent maximum biomass as required in earlier models such as FORECE (cf.…”
Section: Model Formulationmentioning
confidence: 99%
“…Water was applied when 40% of the available soil water was depleted from the upper 50 cm of the soil profile. The threshold of 40% was chosen because tree diameter growth is limited when soil water drops below this level (Bassett 1964). Irrigation was not applied from November 1993 to March 1994 because available soil water was above this threshold level.…”
Section: Study Site Characteristics and Study Designmentioning
confidence: 99%
“…Finally, based on experimental evidence by BASSETT (1964), the drought day growth factor gDS y,l,s used in FORCLIM-P is calculated by FORCLIM-W1 according to Eq. 18.…”
Section: Thornthwaite and Mather (1957)mentioning
confidence: 99%