Solving the Axisymmetric Inverse Heat Conduction Problem by a Wavelet Dual Least Squares Method
Solving the Axisymmetric Inverse Heat Conduction Problem by a Wavelet Dual Least Squares Method
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We consider an axisymmetric inverse heat conduction problem of determining the surface temperature from Outdoor Rocking Chair a fixed location inside a cylinder.This problem is ill-posed; the solution (if it exists) does not depend continuously on the data.A special project method—dual Range least squares method generated by the family of Shannon wavelet is applied to formulate regularized solution.Meanwhile, an order optimal error estimate between the approximate solution and exact solution is proved.