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Precise algorithm to generate random sequential addition of hard hyperspheres at saturation
G. Zhang,
S. Torquato
Chemistry
Mechanical & Aerospace Engineering
Princeton Institute for the Science and Technology of Materials
Research output
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Contribution to journal
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Article
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peer-review
96
Scopus citations
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Dive into the research topics of 'Precise algorithm to generate random sequential addition of hard hyperspheres at saturation'. Together they form a unique fingerprint.
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Mathematics
Hypersphere
80%
Saturation
65%
Packing
60%
Configuration
9%
Structure Factor
9%
Pair Correlation Function
9%
Voronoi Cell
8%
Moment of inertia
8%
Voids
7%
Wavelength
7%
Disorder
7%
Statistical Mechanics
7%
Congruent
6%
Overlap
6%
Fluctuations
5%
Higher Dimensions
5%
Uncertainty
5%
Euclidean space
5%
Covering
5%
Tend
4%
Simulation
3%
Range of data
3%
Zero
3%
Model
2%
Physics & Astronomy
hyperspheres
100%
saturation
43%
Euclidean geometry
9%
packing density
8%
moments of inertia
8%
exclusion
7%
configurations
7%
statistical mechanics
7%
boxes
6%
counters
6%
voids
6%
coverings
5%
disorders
5%
retarding
5%
cells
3%
wavelengths
3%
simulation
2%