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Clearer definition of effects in 2D and 3D #238
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This will also need to include 1D, with reference to rotations. See #250 |
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There are three different non-gaussians mentioned within this thesis, the version usually referenced, being the 3D case, the version I am using for 2D motions, and the version I am using for 1D rotations. This gives the general case and the reasoning behind the use of each. Ref #238
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In 3D there is not the same degree of jamming present in 2D. This is noted in the introduction. Ref #238
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The move to 3D likely doesn't have the same rotational issues as in 2D. Ref #238
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This describes why 3D might be better for growth. Ref #238
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There are some differences between 2D and 3D systems where there are separate results and quantities calculated. I need to make the differences clearer.
Additionally I need to explain which aspects of the 2D systems are less likely to be generalisable to 3D.
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