Non-derivative solution to nonlinear dynamic optimal design of class two for deformation network monitoring

来源期刊：中国有色金属学报(英文版)2000年第4期

论文作者：陶华学 郭金运

文章页码：551 - 554

Key words：deformation network monitoring; nonlinear dynamic optimal design; non-derivative analytic method.

Abstract: Based on the nonlinear error equation of deformation network monitoring, the mathematical model of nonlinear dynamic optimal design of class two was put forward for the deformation network monitoring, in which the target function is the accuracy criterion and the constraint conditions are the network’s sensitivity, reliability and observing cost. Meanwhile a new non-derivative solution to the nonlinear dynamic optimal design of class two was also put forward. The solving model uses the difference to stand for the first derivative of functions and solves the revised feasible direction to get the optimal solution to unknown parameters. It can not only make the solution to converge on the minimum point of the constraint problem, but decrease the calculating load.