ABSTRACT
HYPOTHESIS
BACKGROUND
MODEL
NUMERICAL METHOD
RESULTS
DISCUSSION
CONCLUSIONS
RECOMMENDATIONS
APPENDIX
APPENDIX-2
HYPOTHESIS
BACKGROUND
MODEL
NUMERICAL METHOD
RESULTS
DISCUSSION
CONCLUSIONS
RECOMMENDATIONS
APPENDIX
APPENDIX-2
RECOMMENDATIONS
Using a higher order approximation method, such as fourth order Runge-Kutta method is recommended to obtain a better approximation. Due to time constraints and matrix errors, the finite element program to simulate the stress on the particle has not been fully completed to account for stresses affecting the rate and shape of particle’s evolution. It is highly recommended to finalize the finite element program to run simultaneously with the presented program to better predict the particles evolution under diffusion, migration, and stress. The finite element code has been started as shown in the appendix.