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The departure of the wave from the ideal sphere is generally called OPD, meaning optical path difference.
The ideal sphere does not contain the latter type of determination.
Fig. 7 Normal map of an ideal sphere recovered using various methods.
As an ideal sphere model, dot A is for the center of it.
This simplified image can be compared with the ideal sphere pack model, presented in Fig. 9, with respect to porosity and total pattern area.
The particle size measured in a DLS instrument is the diameter of the ideal sphere that diffuses at the same rate of the particle being measured.
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Our model employs Lagrangian marker particles of various sizes in some runs to calculate ash particle transport, with particles modeled as ideal spheres.
Consider again the mechanical model of the planetary system: the model only takes into account a narrow set of properties and distorts these, for instance by describing planets as ideal spheres with a rotation-symmetric mass distribution.
Unfortunately, the theory of diffraction tomography cannot correct for these conditions since it is based on direct filtering by an ideal Ewald sphere [ 5].
We generated ideal hard sphere models and found that hexagonal close packing had a smaller root-mean-squared deviation (RMSD) from our point cloud center positions than cubic close packing or body-centered cubic packing.
In this work, we present a rigorous and practical algorithm to assess whether an ideal hard-sphere packing in two or three dimensions is jammed according to the aforementioned categories.
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