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Clearer definition of effects in 2D and 3D #238

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malramsay64 opened this issue Jul 17, 2020 · 1 comment
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Clearer definition of effects in 2D and 3D #238

malramsay64 opened this issue Jul 17, 2020 · 1 comment
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@malramsay64
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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.

@malramsay64 malramsay64 self-assigned this Jul 17, 2020
@malramsay64 malramsay64 added this to To do in PhD via automation Jul 17, 2020
@malramsay64 malramsay64 added this to To do in Corrections via automation Jul 17, 2020
@malramsay64 malramsay64 moved this from To do to In progress in Corrections Jul 30, 2020
@malramsay64
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This will also need to include 1D, with reference to rotations. See #250

malramsay64 added a commit that referenced this issue Aug 7, 2020
These are when the motions are no longer described by Brownian motions.

This also includes some clarity on the values in both 2D and 3D

Fix #252
Ref #238
malramsay64 added a commit that referenced this issue Aug 7, 2020
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
malramsay64 added a commit that referenced this issue Sep 3, 2020
In 3D there is not the same degree of jamming present in 2D. This is
noted in the introduction.

Ref #238
malramsay64 added a commit that referenced this issue Sep 3, 2020
The move to 3D likely doesn't have the same rotational issues as in 2D.

Ref #238
malramsay64 added a commit that referenced this issue Sep 3, 2020
This describes why 3D might be better for growth.

Ref #238
PhD automation moved this from To do to Done Sep 3, 2020
Corrections automation moved this from In progress to Done Sep 3, 2020
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