An analysis was made of determining the stationary temperature field in a solid body. For this, the Peaceman-Rickford finite-difference scheme is used [1]. To solve the elliptic equation, a two-step finite-difference scheme is used
AbstractThis paper presents some new techniques in designing finite-difference domain decomposition ...
In 1993, Li and Mayo [3] gave a finite-difference method with second order accuracy for solving the ...
Two different finite difference schemes for solving the two-dimensional parabolic inverse problem wi...
Abstract: This article deals with finite- difference schemes of two-dimensional heat transfer equati...
Iterative numerical methods for solving independent, simultaneous, inhomogeneous linear equations ar...
Abstract We develop a new two level finite difference scheme for the 1D Pennes ' bioheat equati...
Numerical techniques for the solution of two dimensional Elliptic partial differential equations suc...
Abstract. We build convergent discretizations and semi-implicit solvers for the Infinity Laplacian a...
In the last few years, repeatedly increased the role of simulation systems for solution of physical ...
>Iterative numerical methods for solving independent, simultaneous, inhomogeneous linear equations a...
In this study finite difference method (FDM) is used with Dirichlet boundary conditions on rectangul...
This tutorial discusses Laplace\u27s equation for steady state heat flow in a two-dimensional region...
Many numerical techniques have been developed for solving engineering and mathematical problems that...
In the last few years, repeatedly increased the role of simulation systems for solution of physical ...
Laplace equation is a fundamental equation of applied mathematics. Important phenomena in engineerin...
AbstractThis paper presents some new techniques in designing finite-difference domain decomposition ...
In 1993, Li and Mayo [3] gave a finite-difference method with second order accuracy for solving the ...
Two different finite difference schemes for solving the two-dimensional parabolic inverse problem wi...
Abstract: This article deals with finite- difference schemes of two-dimensional heat transfer equati...
Iterative numerical methods for solving independent, simultaneous, inhomogeneous linear equations ar...
Abstract We develop a new two level finite difference scheme for the 1D Pennes ' bioheat equati...
Numerical techniques for the solution of two dimensional Elliptic partial differential equations suc...
Abstract. We build convergent discretizations and semi-implicit solvers for the Infinity Laplacian a...
In the last few years, repeatedly increased the role of simulation systems for solution of physical ...
>Iterative numerical methods for solving independent, simultaneous, inhomogeneous linear equations a...
In this study finite difference method (FDM) is used with Dirichlet boundary conditions on rectangul...
This tutorial discusses Laplace\u27s equation for steady state heat flow in a two-dimensional region...
Many numerical techniques have been developed for solving engineering and mathematical problems that...
In the last few years, repeatedly increased the role of simulation systems for solution of physical ...
Laplace equation is a fundamental equation of applied mathematics. Important phenomena in engineerin...
AbstractThis paper presents some new techniques in designing finite-difference domain decomposition ...
In 1993, Li and Mayo [3] gave a finite-difference method with second order accuracy for solving the ...
Two different finite difference schemes for solving the two-dimensional parabolic inverse problem wi...
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