This article presents a numerical solution of the 2D heat equation with temperature-dependent thermal conductivity using the finite difference method. The results show that the proposed method is accurate and efficient.
A finite difference method is used to solve the 2D heat equation with temperature-dependent thermal conductivity and specific heat capacity. The method is validated by comparing the results with analytical solutions.
An open-source implementation of the finite difference method for solving the 2D heat equation with temperature-dependent thermal conductivity. The code is written in Python and includes example use cases.
A review of finite difference methods for solving heat transfer problems, including the 2D heat equation with temperature-dependent thermal conductivity. The article discusses the advantages and limitations of the method.
A video tutorial on how to solve the 2D heat equation with temperature-dependent thermal conductivity using the finite difference method. The video includes example code in MATLAB.
A study on the effects of temperature-dependent thermal conductivity on 2D heat transfer. The authors use the finite difference method to solve the heat equation and analyze the results.
A MATLAB implementation of the finite difference method for solving the 2D heat equation. The example code includes temperature-dependent thermal conductivity and can be modified to suit specific use cases.
A book chapter on numerical methods for solving 2D heat transfer problems with temperature-dependent properties. The chapter discusses the finite difference method and its application to real-world problems.