The Density Distribution table describes the probability of a random center taking certain position values in Z-direction.

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Note! The center density distribution should be defined with monotonously increasing Z-values. If Z is non-monotonic or monotonously decreasing, the values are ordered as needed after closing the dialog.
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When checking Use Relative Position in the density distribution table, the left column values from 0 to 1 correspond to locations in the structure. In the Z-direction, the value 0 is at the origin and the value 1 is at end of the domain.
The right column assigns relative density values at these locations. The value 10 means that there are five times more fiber centers at Z = 1 than at Z = 0.1, with a density value of 2. The fiber density increases and decreases linearly between the given locations in the Z-direction.
With Use Relative Position unchecked, the left column values of the density distribution table correspond to absolute locations in the structure. The position values are coordinates to be entered in the given unit. Thus, to define the positions consider origin and periodicty. If Origin Z is set to 0, the value 0 lays in the origin. If Origin Z is set to 50, position 0 lays 50 µm outside of the domain or, if Periodic Z is checked additionally, 50 µm before the domain's end in Z-direction.
The right column assigns density values at these locations, where 0 means that fiber centers are absent at that location, and values larger than 0 means that fiber centers are present at the location.
In a structure of size 200 x 200 x 200 µm3 and origin set to (0,0,0), observe how, with the values in these tables, fibers are absent or appear at the given locations. The fiber density increases and decreases linearly between the given locations in the Z-direction. Therefore, in the following example, the positions where a sharp transition is desired are given twice: once with positive density and once with density of 0.
The same structures can be obtained when using or not using relative positions, as seen in the following example. Both structures are based on the same random seed.
As before with orientation, the distribution of centers can be separately set for each fiber type so that differently distributed fiber types may coexist within the same structure. In the following structures, observe that the gray short circular fibers are distributed Uniformly in Box, whereas the red short circular fibers follow a Density Distribution.
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