# Adi method for 3d heat equation

**heat**transfer can be expressed by the following transient conduction

**equation**: 2 S S S T C k T t (4) In the solid-liquid interface the net amount of

**heat**, which achieves the solid-liquid interface in a time unit, moves the distance of the phase change interface, which depends on the latent

**heat**of the material.

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**method**resides in the fact that the

**method**itself is extremely simple, even for programming a three-dimensional code. The technique was first proposed by K. Yee, and then improved by others in the early 70s. Theory The theory on the basis of the FDTD

**method**is simple.

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**ADI**

**method**

**for**

**3D**unsteady convection diffusion problems," Numerical

**Methods**

**for**Partial Differential

**Equations**29, 186- 205 (2013).

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**Adi**

**Method**2d

**Heat**

**Equation**Matlab Code.

**3**

**d**

**heat**

**equation**numerical solution file exchange matlab central solutions of the fractional in two space scientific diagram diffusion 1d and 2d

**adi**

**method**you code for 2 steady state transfer pdes cfd navier stokes temperature profile a rectangular plate comtional modeling with

**methods**ysis stability.