Refine your search
Collections
Co-Authors
Journals
A B C D E F G H I J K L M N O P Q R S T U V W X Y Z All
Pande, G. C.
- Tree Volume Tables for Eucalyptus grandis
Abstract Views :233 |
PDF Views:0
Authors
Source
Indian Forester, Vol 102, No 6 (1976), Pagination: 362-387Abstract
Large scale plantations of Eucalyplus grandis have been raised in the high lands of Kerala and in the Nilgiris in Tamilnadu. The wood from these plantations will be mainly used for the production of pulp. Previous tables (A.N. Chaturvedi, Ind. For. Ree., Vol 12, No. 17) were based on the regression of volume on the variable D-H (D=diatmeter, and H=height of a tree). These tables were based on a measurement of 149 trees. The determination coefficient was quite high for this regression (0.99). Regression of, √V was further fitted on variable D (R2=O.97). A new analysis has been attempted, as (i) the number of trees measured now is 233 and the data naturally covers more trees of higher age classes and (ii) it was not considered worthwhile to restrict the fitting of regression to one variable only.- Stand Volume, Weight Tables and other Crop Studies in Mysore Gum (Eucalyptus Hybrid)
Abstract Views :187 |
PDF Views:0
Authors
Source
Indian Forester, Vol 98, No 5 (1972), Pagination: 286-297Abstract
Relations between various crop parameters in Eucalyptus hybrid (Mysore Gum) plantations are given. The standing volume of pulpwood in these plantations can be readily estimated from measurements of basal area and crop height. Basal area is the most important factor that contributes towards standing volume.- Volume Prediction in Eucalyptus grandis Crops
Abstract Views :198 |
PDF Views:0
Authors
Source
Indian Forester, Vol 100, No 9 (1974), Pagination: 533-543Abstract
In Eucalyptus grandis the number of plants planted varies greatly. The rate of growth in various localities has been also greatly different. There is mortality in earlier stages but later the number tends to stabilise. The problem was to arrive at an equation which would be based on number and top height. It was found that an equation earlier used by Steill (1961) gave good relults. The regression equations calculated are: Vo = - 74.684814 + 17.614124x + 2.131032x2; (R2 =0.9314) & Vu = - 62.453599 + 13.488326x + 1.972164x2; (R2 =0.9228) where x = top ht (m). (No. of stems ha)1/6/10 and Vo & Vu are volumes (m2) over bark and under bark, per hectare, respectively. This equation has shown to be independent of rate of growth (quality). Based on this equation and top ht/age curves the values of volume and MAI, both o.b. & u.b., have been tabulated for various numbers. The numbers are the stabalised number in 5th year (or bave been assumed to have stabilised). Rotations of 9, 10 & 11 years have been suggested for quality I, II & III crops in E. grandis.- Basal Area - Volume Relations for Eucalyptus grandis Crops
Abstract Views :169 |
PDF Views:0