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Multiscale Modelling

Multiscale Modelling. Mateusz Sitko. Faculty of Metals Engineering and Industrial Computer Science Department of Applied Computer Science and Modelling  Kraków 18 -03-2014. Classes calendar. Simple G rain Growth CA algorithm. 2 grains Von Neumann neighborhood. Initial space. 1 st step.

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Multiscale Modelling

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  1. Multiscale Modelling Mateusz Sitko Faculty of Metals Engineering and Industrial Computer ScienceDepartment of Applied Computer Science and Modelling Kraków 18-03-2014

  2. Classes calendar

  3. Simple Grain Growth CA algorithm 2 grains Von Neumann neighborhood Initial space 1st step 2nd step last step

  4. Grain boundary shape control Moore Nearest Moore Further Moore Rule 1: The id of particular cell depends on its all neighbors. If five to eight of the cells neighbors id’s is equal to S, then cell transforms to the state S

  5. Rule 2: The id of particular cell depends on its nearest neighbors. If three of the cells neighbors id’s is equal to S, then cell transforms to the state S Rule 3: The id of particular cell depends on its further neighbors. If three of the cells neighbors id’s is equal to S, then cell transforms to the state S

  6. Rule 4: The id of particular cell depends on its all neighbors, and has X % probability chance to change. If random

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