Fast Cahn Hilliard simulations in Custom Geometries using the Smoothed Boundary Method
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Updated
May 17, 2023 - Jupyter Notebook
Fast Cahn Hilliard simulations in Custom Geometries using the Smoothed Boundary Method
A MPI Cahn-Hilliard solver with modifed MAU model (L-MAU) for low dimensional data
The repository contains phase field codes using internal procedures. The codes are 2D and are not optimized
The repository shows the usage of 7 DISLIN routines for data plotting. They are single statement routines.
simple implementation of classical diffusion equation and spinodal decomposition solvers in C
Solving Cahn-Hilliard with dynamic boundary conditions.
Implement CHiMaD Phase Field Benchmark for Spinodal Decomposition using MMSP
Python code to model spinodal decomposition using the Cahn-Hilliard equation.
The repository contains phase field codes using index array programming technique. The codes are 2D and are not optimized.
Python Simulation of Phase Separation solving the Cahn–Hilliard equation
A short overview of my bachelor thesis
A Finite Element Approximation of a Cahn--Hilliard Tumour Model with FEniCS, by Dennis Trautwein (2020).
FEniCS implementation of PFHub BM1, https://pages.nist.gov/pfhub/benchmarks/benchmark1.ipynb/
This repository demonstrates the use of whole array technique in Fortran programming language for phase-field codes. The codes are 2D.
Cahn Hilliard MPI (Phase-Field Simulation of Spinodal Decomposition)
some exercises in phasefield modelling solved in MATLAB
PyGL: statistical field theory in Python. github.com/rajeshrinet/pygl
A python script to solve the Cahn-Hilliard equation using an implicit pseudospectral method
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