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Title: Monte_Carlo_Simulation Download
 Description: Monte Carlo simulation of grain growth in matlab program
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Monte_Carlo_Simulation_Q_state_Potts_model_2D_square_lattice___microstructure\license.txt
.............................................................................\Monte Carlo Simulation Q-state Potts model 2D square-lattice - microstructure\1.jpg
.............................................................................\.............................................................................\1000.jpg
.............................................................................\.............................................................................\250.jpg
.............................................................................\.............................................................................\500.jpg
.............................................................................\.............................................................................\750.jpg
.............................................................................\.............................................................................\AssignRandomInitialStateMatrixQPOTTS.m
.............................................................................\.............................................................................\averagegrainsize.jpeg
.............................................................................\.............................................................................\AverageGrainSize.m
.............................................................................\.............................................................................\CalculateResults.m
.............................................................................\.............................................................................\clearvariables.m
.............................................................................\.............................................................................\EdgeBoundaryWrapQPOTTS.m
.............................................................................\.............................................................................\EnergyDifferenceQPOTTS.m
.............................................................................\.............................................................................\ExtractQ_XY_2D_POTTS.m
.............................................................................\.............................................................................\FindRC_2D_QPOTTS.m
.............................................................................\.............................................................................\FirstThingsFirst.m
.............................................................................\.............................................................................\graph.jpeg
.............................................................................\.............................................................................\hamiltonian.jpeg
.............................................................................\.............................................................................\IdentifyGrainBoundary.m
.............................................................................\.............................................................................\IESMwithNewFlippedStateQPOTTS.m
.............................................................................\.............................................................................\IndexElementStateMatrixQPOTTS.m
.............................................................................\.............................................................................\InitializeMatricesQPOTTS.m
.............................................................................\.............................................................................\kdelsum1QPOTTS.m
.............................................................................\......................................................................

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