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Anindita Basu

University of Sussex

ORCID: 0000-0001-9468-3727

Publishes on Single-cell and spatial transcriptomics, Inflammatory Bowel Disease, Cancer Genomics and Diagnostics. 90 papers and 10.9k citations.

90Publications
10.9kTotal Citations

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Top publicationsby citations

Structure-property relationships from universal signatures of plasticity in disordered solids
Cited by 313Open Access

When deformed beyond their elastic limits, crystalline solids flow plastically via particle rearrangements localized around structural defects. Disordered solids also flow, but without obvious structural defects. We link structure to plasticity in disordered solids via a microscopic structural quantity, "softness," designed by machine learning to be maximally predictive of rearrangements. Experimental results and computations enabled us to measure the spatial correlations and strain response of softness, as well as two measures of plasticity: the size of rearrangements and the yield strain. All four quantities maintained remarkable commonality in their values for disordered packings of objects ranging from atoms to grains, spanning seven orders of magnitude in diameter and 13 orders of magnitude in elastic modulus. These commonalities link the spatial correlations and strain response of softness to rearrangement size and yield strain, respectively.

Microfluidic Rheology of Soft Colloids above and below Jamming
Kerstin Nordstrom, Emilie Verneuil, Paulo E. Arratia et al.|Physical Review Letters|2010
Cited by 191Open Access

The rheology near jamming of a suspension of soft colloidal spheres is studied using a custom microfluidic rheometer that provides the stress versus strain rate over many decades. We find non-Newtonian behavior below the jamming concentration and yield-stress behavior above it. The data may be collapsed onto two branches with critical scaling exponents that agree with expectations based on Hertzian contacts and viscous drag. These results support the conclusion that jamming is similar to a critical phase transition, but with interaction-dependent exponents.