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Evaluation of Petty's nonlinear model in wood permeability measurement  ( SCI-EXPANDED收录)   被引量:1

文献类型:期刊文献

英文题名:Evaluation of Petty's nonlinear model in wood permeability measurement

作者:Lu, JX[] Bao, FC[] Zhao, YK[]

第一作者:吕建雄

通信作者:Lu, JX[1]

机构:[1]Chinese Acad Forestry, Res Inst Wood Ind, Beijing 100091, Peoples R China

年份:2001

卷号:55

期号:1

起止页码:82-86

外文期刊名:HOLZFORSCHUNG

收录:;WOS:【SCI-EXPANDED(收录号:WOS:000166896600013)】;

语种:英文

外文关键词:permeability; Pettys model; least-squares fit; iterative optimization algorithms

摘要:To calculate the effective radii of two conductive elements in series in wood specimens by using the gas permeability measurement, the four parameters from the curvilinear relationship of superficial specific permeability against reciprocal mean pressure as illustrated in Perry's model must be evaluated. This paper describes a detailed procedure for obtaining such parameters by using the least-squares fit calculated from a statistical analysis system (SAS) program. Three different iterative optimization algorithms and starting points were used separately to fit the Petty's nonlinear model based on the same experimental data from one specimen of birch. The estimate of the parameters: A = 35.38 darcy, B = 80.51 darcy, 1 = 0.19 darcy atm, m = 6.34 darcy atm was recommended for the fitted model. Compared to the results on the estimate of parameters obtained in the previous papers, this estimate for the parameters was a global minimum, thus it was a refinement and more accurate. Since the Gauss-Newton method resulted in almost the same convergence results for all the three sets of starting values with the least iterations in the evaluation, it was the preferred optimization algorithm both for simplicity and accuracy in solving the Petty's model. Because the same solutions for all three iterative optimization algorithms were obtained by using two different sets of starting points produced from the grid search, a grid search seemed to be very helpful for finding reasonable starting values for various iterative optimization techniques.

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