activity
20232026
most citedSedimentation and shear-induced dynamics of spheroids in fluids with spatial viscosity variations

3 citations · 5 across the 8 of their papers we have counts for

collaborators

10 papers

physics.flu-dyn2026

An inertial slender-body theory

Anmol Joshi, Anubhab Roy, Arjun Sharma +1

We present a fully inertial slender-body theory (SBT) that incorporates the effect of fluid inertia on the scale of the length (the "outer" region) as well as the characteristic di…

cond-mat.dis-nn2026

Using graph neural networks to predict many-body interactions in amorphous materials

Mehryar Jannesari Ghomsheh, Donald L. Koch, Sarah Hormozi

Many-body interactions govern the complex behavior of many amorphous materials, from metallic glasses to biological tissues, yet are often replaced by pairwise additive frameworks…

physics.flu-dyn2026

Simulating the swimming motion of a flagellated bacterium in a microstructured bio-fluid

Arjun Sharma, Sabarish V. Narayanan, Sarah Hormozi +1

We develop a numerical framework to simulate the locomotion of a flagellated bacterium with a spheroidal head (such as Escherichia coli) in biological fluids like mucus, which are…

cond-mat.soft2025

Stress analysis of dilute particle suspensions in non-Newtonian fluids with efficient evaluation in the weakly non-Newtonian limit

Arjun Sharma, Donald L. Koch

We present a semi-analytical framework to compute the suspension stress in dilute particle-laden non-Newtonian fluids, separating Newtonian and non-Newtonian contributions. The ens…

physics.flu-dyn20252 cited

Extensional rheology of dilute suspensions of spheres in polymeric liquids

Arjun Sharma, Donald L. Koch

The extensional rheology of dilute suspensions of spheres in viscoelastic or polymeric liquids is studied computationally. At low polymer concentration (c) and Deborah number (De),…

physics.flu-dyn20253 cited

Sedimentation and shear-induced dynamics of spheroids in fluids with spatial viscosity variations

Arjun Sharma, Peter A. Bosler, Rama Govindarajan +1

A generalized reciprocal theorem is used to relate the force and torque induced on a particle in an inertia-less fluid with small variation in viscosity to integrals involving Stok…