A flexible efficient and accurate inverse Laplace transform algorithm is developed. Based on the quotient-difference methods the algorithm computes the coefficients of the continued fractions needed for the inversion process. By combining diagonalwise operations and the recursion relations in the quotient-difference schemes, the algorithm controls the dimension of the inverse Laplace transform approximation automatically. Application of the algorithm to the solute transport equations in porous media is explained in a general setting. Also, a numerical simulation is performed to show the accuracy and efficiency of the developed algorithm.X1121sciescopu
The integro-differential equation controlling transport and non-ideal sorption of a reactive contami...
International audiencePartial differential equations with memory are challenging models for mass tra...
whenever ordinary and partial differential equations or integral equations are solved. The increasin...
In the work are described possibilities of a calculation of the inverse Laplace transform. Further a...
Over the years, several solutions to the problems of porous media flow have been developed. However,...
Over the years, several solutions to the problems of porous media flow have been developed. However,...
A simple and efficient program for the numerical inversion of the Laplace transform is presented. It...
Groundwater transport of contaminants undergoing rate-limited or non-equilibrium sorption onto the s...
Application of numerical inversion of the Laplace transform to the inverse problem in transient heat...
Time-domain NMR, in one and higher dimensionalities, makes routine use of inversion algorithms to ge...
AbstractA feasible method is presented for the numerical solution of a large class of linear partial...
We consider the Laplace transform filtering integration scheme applied to the shallow water equation...
There are currently no MATLAB functions to perform a numerical Laplace transform or a numerical inve...
Presentazione tenuta alll'International Conference on Inverse and Ill Posed problems, Mosca (Russia)...
The main aim of this work was a choice of a suitable numerical inversion method of Laplace transform...
The integro-differential equation controlling transport and non-ideal sorption of a reactive contami...
International audiencePartial differential equations with memory are challenging models for mass tra...
whenever ordinary and partial differential equations or integral equations are solved. The increasin...
In the work are described possibilities of a calculation of the inverse Laplace transform. Further a...
Over the years, several solutions to the problems of porous media flow have been developed. However,...
Over the years, several solutions to the problems of porous media flow have been developed. However,...
A simple and efficient program for the numerical inversion of the Laplace transform is presented. It...
Groundwater transport of contaminants undergoing rate-limited or non-equilibrium sorption onto the s...
Application of numerical inversion of the Laplace transform to the inverse problem in transient heat...
Time-domain NMR, in one and higher dimensionalities, makes routine use of inversion algorithms to ge...
AbstractA feasible method is presented for the numerical solution of a large class of linear partial...
We consider the Laplace transform filtering integration scheme applied to the shallow water equation...
There are currently no MATLAB functions to perform a numerical Laplace transform or a numerical inve...
Presentazione tenuta alll'International Conference on Inverse and Ill Posed problems, Mosca (Russia)...
The main aim of this work was a choice of a suitable numerical inversion method of Laplace transform...
The integro-differential equation controlling transport and non-ideal sorption of a reactive contami...
International audiencePartial differential equations with memory are challenging models for mass tra...
whenever ordinary and partial differential equations or integral equations are solved. The increasin...